tag:blogger.com,1999:blog-92187884305427650122024-03-05T12:16:03.719+01:00Језик. LanguageBobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.comBlogger34125tag:blogger.com,1999:blog-9218788430542765012.post-41749186224028953072023-10-18T22:40:00.015+02:002023-10-21T21:23:35.222+02:00Whose language do Bosniaks, Croats and Serbs speak?<div style="text-align: justify;">Bosniaks, Croats, and Serbs effortlessly engage in communication with each other, utilizing their respective regional language varieties. In cases where some Croats or Serbs do not share this linguistic compatibility, they encounter similar challenges when attempting to communicate with many others from their respective ethnic groups. It is common for individuals from two or all three of these ethnic backgrounds to reside in the same villages or towns, and as a result, their linguistic patterns often exhibit more similarity to each other than to many members of their own ethnic communities.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiBkOljqK2Mg8R1xBE4YVaU4kytl6Mull2Ul7n_8tIJPMqcH98uO-4URMuzjBMPrOajhPrliI5E0A7-GuT3dm1zuhBschPK6zHLTlhAiqNCnRkqNRBHX69d8-VCSzFTZdg_L7IQciOWfZTLb1nD_vZDq2Yehw4SgJZxHv1tteDWHW62vkrKuYuK9a0kV99/s256/war.webp" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="256" data-original-width="256" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiBkOljqK2Mg8R1xBE4YVaU4kytl6Mull2Ul7n_8tIJPMqcH98uO-4URMuzjBMPrOajhPrliI5E0A7-GuT3dm1zuhBschPK6zHLTlhAiqNCnRkqNRBHX69d8-VCSzFTZdg_L7IQciOWfZTLb1nD_vZDq2Yehw4SgJZxHv1tteDWHW62vkrKuYuK9a0kV99/s1600/war.webp" width="256" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><span style="text-align: left;">However, nationalists tend to be conservative, in the Balkans in particular. In line with the 19th century doctrine of nationalism, they consider that language is a central attribute of a nation: a nation without an own language is not a nation.</span></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Croatian nationalists identify their language as Croatian and contend that historically and to this day, it has remained distinctly separate from neighboring languages. Bosniak nationalists identify their language as Bosnian and contend that historically and to this day, it has remained distinctly separate from neighboring languages. Serbian nationalists maintain that the language spoken by Bosniaks, Croats, and Serbs is a single language, correctly classified as Serbian. And they are all talking complete nonsense.</div><div style="text-align: justify;"><br /></div><div><div style="text-align: justify;">The debate is rooted in two fundamental questions: What is the subject of ownership? and Who has ownership? I will explore these questions, beginning with the first. The subject of ownership is the language or languages, and while this may appear straightforward, defining what constitutes a language is the initial challenge that must be addressed.</div><div style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_kzEmnz5DSBc-jnPcAkYJ7uzMa3Dkw5pIkKWj8LNsgNLXeqpAe7e3ZlU4ht5Kes8XBp4OgnWEli5yuVWUAtFHoykJRrkgmXqXRcJfiaS4Bw1px3jbqJ4uYRyQ0lseZSS4DJVoL4jup5JekNRzEfNa0Vs4NOKgJG18LSLWpTS3vsnIfkIrh7HiItO-k1MA/s1024/map.webp" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_kzEmnz5DSBc-jnPcAkYJ7uzMa3Dkw5pIkKWj8LNsgNLXeqpAe7e3ZlU4ht5Kes8XBp4OgnWEli5yuVWUAtFHoykJRrkgmXqXRcJfiaS4Bw1px3jbqJ4uYRyQ0lseZSS4DJVoL4jup5JekNRzEfNa0Vs4NOKgJG18LSLWpTS3vsnIfkIrh7HiItO-k1MA/s320/map.webp" width="320" /></a></div><br /><div style="text-align: justify;">For instance, one might consider Serbian as the language that individuals of Serbian ethnicity typically and naturally use for mutual communication. However, the assertion that they speak the same language cannot be made, not only for an entire ethnic community but even for just two individuals. Languages in this sense are broad approximations. Each proficient adult commands numerous linguistic varieties, known as registers, which they employ in various contexts, and even these registers are only approximations. The boundaries between them are not clearly definable. Furthermore, even if one were to somehow rigidly identify a register (which is an impossible task, given the infinite range of expressions it encompasses), no single register exists that two different individuals share. What we can discuss is a degree of similarity or difference, but not between unique objects identifiable as languages specific to particular inividuals. Instead, it needs to involve vague sets of varieties, ranging from those individuals are fully proficient in and confident using to those they can only command to a limited extent. Quantifying such a measure comprehensively is exceedingly challenging, involving the assessment of the entire landscape of linguistic varieties spoken by two individuals and then comparing them. When it comes to two populations, this task becomes nearly unimaginable. And even once we imagine obtaining such a measure, the result would be that at least two thirds of each ethnic group have languages which are more similar to those of at least two thirds of any other among the three groups, than to the remaining third of their own. From the perspective of ownership, the conclusion arises that the collective body of language encompassing the three ethnic groups (and possibly extending beyond their boundaries) represents a single indistinct vague language that cannot be viewed in terms of ownership.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">This is akin to asserting that there are distinct ways of walking: the Bosniak, the Croatian, and the Serbian walk. And denying that all three groups walk in various ways which can undergo different groupings - none of which matches the ethnic boundaries. Or alternatively, asserting that there is just one way of walking, which is the Serbian walk, and Bosniaks and Croats lack their own walk and use the Serbian one instead. As if a distinct way of walking can be identified, and conceived as belonging to an ethnic group. Language is inherently something that cannot be completely encapsulated, whether at an individual or communal level. It does not provide a sensible basis for distinguishing between groups and their identities when linguistic boundaries between them lack clear demarcation (like there is a clear demarcation between the walking styles of humans and horses).</div></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Returning to the concepts of conservativeness and nationalism, in the nationalist discourse, the focal point is not the actual language and the genuine linguistic competence of its speakers. Nationalists adopt a prescriptive approach to language, meaning they advocate for specific rules imposed by authoritative figures, rather than endorsing spontaneous, capacity- and competence-based speech. Consequently, the focus shifts to adherence to these rules, rather than the authentic spoken language. This viewpoint is not even a valid view of langauge itself; rather, it serves as a tool employed by certain social groups to assert their influence and power.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Ironically, the conservativeness of these groups has led the self-proclaimed linguistic authorities of each of the three ethnic communities to establish nearly identical sets of rules. Thus, circling back to the question of ownership, even from this perspective of prescribed language, it cannot be asserted that these are three distinct languages. Since each group has undertaken its own prescriptive efforts, it is equally unjustifiable to claim that the language belongs exclusively to one group and not to the others. Consequently, even from the untenable standpoint of prescribed language, there is only one shared language among the three ethnic groups.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">The designations "Bosnian," "Croatian," and "Serbian" languages ultimately persist as either vaguely synonymous or devoid of substantial meaning. If there is any meaning conveyed by these labels, it represents something intangible and unpossessable. None of the three ethnic groups, or anyone more broadly, can assert one-to-one association, let alone true ownership over this intangible essence.</div>Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-87452059447201465342021-11-01T18:47:00.016+01:002022-01-08T14:48:44.261+01:00Južni dijalekti su lepi i dragoceni, dok ostaju u svoja četiri zida<p><span style="font-size: x-small;">Napomena: <i>U tekstu za osobe koje se bave lingvistikom u metodološkom pristupu iz devetnaestog veka, i
čije interesovanje je vezano za srpski jezik, koristim termin srbisti. Ovo ne znači da ne postoje metodološki savremeni istraživači srpskog jezika.</i></span></p>
<p class="MsoNormal" style="text-align: justify;">Srbisti
koji su se oglasili o projektu Digitalni bukvar uglavnom iznose isti stav koji
zastupaju i inače kada se otvori pitanje jezičke diskriminacije. Taj stav kaže
da nijedan srpski dijalekat, pa ni oni južni, nisu loši ni pogrešni, da su svi
lepi i za sebe ispravni, i važan deo srpskog jezika. Srbisti ne diskriminišu nijedan
govor – naprotiv, oni se intenzivno interesuju za dijalekte, i upravo o južnim
dijalektima je napisano najviše monografija, disertacija, članaka. Međutim, kada se
postavi pitanje ima li u standardu mesta za dijalekatske osobine, oni
odgovaraju sa <i>da, ali</i>. <i>Ali </i>je da
dijalekatske osobine u standard ulaze ako prođu "filter vremena i srbističke
zajednice". Drugim rečima – jedna pojava u deset ili sto hiljada, i to posle
pedeset ili sto godina. Za neke dijalekte ni to.</p><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqcpmeQ0bgAk5wV-oiFhpMQuRg96X5TeO7YzIeo_r0bTixJdnh4uOAp857Zy5uySrFkDPNHAPRWE08QiA-MXRhNydxYat5nnoj2pje-LhC3kBuJ3Ukq6XPdCTjf9iLxXjoQYoViWmDDTXZ/s620/photo-gallery-apartheid-getty-2664162.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="419" data-original-width="620" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqcpmeQ0bgAk5wV-oiFhpMQuRg96X5TeO7YzIeo_r0bTixJdnh4uOAp857Zy5uySrFkDPNHAPRWE08QiA-MXRhNydxYat5nnoj2pje-LhC3kBuJ3Ukq6XPdCTjf9iLxXjoQYoViWmDDTXZ/s320/photo-gallery-apartheid-getty-2664162.jpg" width="320" /></a></div><p class="MsoNormal" style="text-align: justify;">Pokušaću
da ciničnost ovog stava ilustrujem parabolom. Parabole su uvek jačeg
intenziteta od ciljanog koncepta, pa je i moja takva. U vreme kojem pripada lingvistički
pristup srbista, krajem 19. veka, u Evropi su postojali ljudski zoo-vrtovi. U
njima su u ograđene prostore smeštani pripadnici različitih kultura i etničkih
zajednica iz kolonija, zajedno sa osnovnim artefaktima njihovih kultura koji
ilustruju stanovanje, odevanje i ukrašavanje, oruđa rada. Zamislimo da je neko
u to vreme otvorio pitanje rasizma i dobio odgovor da oni, Evropska elita tog vemena, nisu rasisti, oni smatraju
sve kulture vrednim i lepim, i važnim delom ljudske vrste. Upravo su egzotičnim ljudima posvetili posebnu pažnju i uložili mnogo da široj
publici predoče njihove fizičke osobine i način života. I da se postavilo
pitanje ima li za te ljude mesta u višim staležima evropskih država –
odgovorili bi <i>da, ali</i>. Mesta ima za
sve koji zadovolje uslove koje mi postavljamo, držeći sve te ljude daleko od mogućnosti da ih ispune. Drugim rečima – jedan u milion, i to posle decenija
poniženja.</p>
<p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjox67tWurdEgAa7S__ZgTSt1O_XJ5yoeVEOzDXWEB1uZ8IYsKMwysfoDhVu4ztdY3aMqxNSqcBPlg_wg9RUfz1yDFbsyh19m4mJSbZ9nAYnhKO_S9vQG5HRCsz8QyqD7p6IxPMFOxw85tw/s1369/Zoo.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="762" data-original-width="1369" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjox67tWurdEgAa7S__ZgTSt1O_XJ5yoeVEOzDXWEB1uZ8IYsKMwysfoDhVu4ztdY3aMqxNSqcBPlg_wg9RUfz1yDFbsyh19m4mJSbZ9nAYnhKO_S9vQG5HRCsz8QyqD7p6IxPMFOxw85tw/s320/Zoo.png" width="320" /></a></div><div style="text-align: justify;">Najdirektnija
stigmatizacija južnih srpskih dijalekata je kada se sami dijalekti
smatraju ružnim, zaostalim, ne-srpskim (jer za mnogog Srbina je ovo uvreda – a nije
uvreda da se za interese švercera oružja i dilera droge u ime nacije žrtvuju
životi). Ovako očigledno šovinističke stavove samo najbeskrupulozniji eksplicitno iznose – mada i toga ima više nego dovoljno (stanje nacije). Najmasivnija
stigmatizacija dolazi drugim kanalom koji srbisti omogućavaju i potpomažu svojim
stavom prema standardu, i u kome aktivno učestvuju svojim intervencijama i
savetima. Ona se sastoji u tome da se kada neko govori standard i pritom unosi nestandardne osobine centralno- i severnosrbijanskih dijalekata – to ili ne prepoznaje
kao pažnje vredno odstupanje od standarda (za osobine urbanih govora), ili se
gleda kao promašivanje registra (unošenje neformalnih jezičkih sadržaja u
formalni jezik, kod osobina ruralnih govora). Kada pak neko u situaciji rezervisanoj za standard unese najblažu osobinu južnih dijalekata – ovo se doživljava i ocenjuje kao teško ogrešenje o
standard. Na ovaj način, isti onaj ekstremni stav da su južni srpski dijalekti
ružni, zaostali, ne-srpski, neguje se na mnogo perfidniji, implicitni način,
koji osim što je jednako stigmatizujuć i diskriminišuć, još potpuno izbegava
cenzuru svesti i savesti.</div><p></p><p class="MsoNormal" style="text-align: justify;">Nije
lek za stigmatizaciju u smeštanju dijalekata u vitrine ukrasa srpske nacije, u zoološke vrtove egzotičnih jezičkih varijeteta.
Lek je u otvaranju visokih registara, u otvaranju zvaničnog i drugog javnog prostora
za jezičke elemente južnih srpskih dijalekata. Bilo zauzimanjem fleksibilnijeg
stava prema standardu, bilo ukidanjem veštačkog standarda, bilo uvođenjem
paralelnog standarda zasnovanog na južnim govorima. Bez ovoga smo svi
saučesnici u procesu koji osim što je duboko nepravedan, osim što nanosi mnogo
štete – ekonomske, kulturne, obrazovne – ujedno i neminovno vodi raspadu jezičke
zajednice, i to na mučan i težak način.</p>Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-15152552681867009672021-11-01T18:32:00.004+01:002021-11-02T09:39:50.998+01:00Kooperativnost čuva zajednicu, nametanje je ruši<p>Dva
često navođena argumenta za strogo pridržavanje standardnog jezika su da bez
njega ne bismo mogli da se razumemo, i da on na okupu drži jezičku, etničku,
odnosno nacionalnu zajednicu.</p>
<p class="MsoNormal">Jeste
pokušali nekad da zamislite šta bi se desilo kad bi se sreli Piroćanac i Somborac
i razgovarali jedan sa drugim tako da Piroćanac govori čist pirotski, a
Somborac čist somborski dijalekat? Ja kad pokušam, imam problem. Nešto mi ne da,
opire se, ne mogu da zamislim da bi se to realno desilo. Ono što mi smeta je kooperativnost.</p>
<p class="MsoNormal">Ljudi
su u komunikaciji kooperativni. Kad vide da neko govori drugačije, potpuno nesvesno
svode svoj jezik na najčešće, najopštije reči, na one koje čuju i od sagovornika,
ponegde čak uzimaju sagovornikovu reč za nešto za šta bi sami rekli drugačije. Ako
neko sa Vama ragovara o stolariji, i za kvaku konstantno koristi reč <i>drška</i>, pritom Vas ne razumevajući kada Vi
kažete <i>kvaka</i>, posle bezuspešnih više ili manje diskretnih pokušaja da objasnite da je pravi termin <i>kvaka</i>
– počećete i sami da govorite <i>drška</i> (mada,
ne bih da potcenim koliko je neko teška osoba).</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOrUUaVgPFb4JIcyvrqXNOiDeBjyZKUoyLcrrH7MqffWaZv9o_za6Rm0hmXSrzXgRNZu2DjhUQ6Qk6bIRAMrXteExL14IBYm7lVBQC8pwpU0rdyBcpz21-XKSHp8g_VMPfz_kxAFzM0WjI/s1278/Grice.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="413" data-original-width="1278" height="103" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOrUUaVgPFb4JIcyvrqXNOiDeBjyZKUoyLcrrH7MqffWaZv9o_za6Rm0hmXSrzXgRNZu2DjhUQ6Qk6bIRAMrXteExL14IBYm7lVBQC8pwpU0rdyBcpz21-XKSHp8g_VMPfz_kxAFzM0WjI/w220-h103/Grice.png" width="220" /></a></div><p class="MsoNormal">Tako
u svakoj jezičkoj zajednici, u svakoj zajednici gde ljudi govore različite
srodne dijalekte, kooperativnost vodi spontanom izranjanju novog dijalekta, koji
se zasniva na svemu onom što postojeći dijalekti dele, ponegde na elementima
koje deli najveći broj dijalekata i govornika, te na pojednostavljenju
preostalih sadržaja. Takvi dijalekti se zovu prirodni standardi. Njihove osobine
su da su fleksibilni – ne postoje jednoznačna pravila već za svaku jezičku
pojavu postoji opseg prihvatljivih opcija – i da su donekle pojednostavljeni (ovo
je, na primer, razlog zašto su engleski i kineski jezik do postojeće mere uprostili svoju
morfologiju). Ove dve osobine čine da govornici dijalekata lako uče prirodne
standarde, kao i da standard ne pruža osnov za podelu i diskriminaciju.</p>
<p class="MsoNormal">U
jednom kratkom periodu istorije, među lingvistima je vladalo uverenje da je za
društvo povoljno da se njegov standard veštački propiše. Tada su mnogi jezici
dobili veštačke standarde. Najčešći princip je bio uzeti neki postojeći
dijalekat, i tamo gde i on dozvoljava više opcija, ograničiti ga na samo jednu.
Ovo se dogodilo sa nemačkim, francuskim, ruskim jezikom, a istim putem krenuo
je i srpski, odnosno srpskohrvatski. Drugi jezici, poput engleskog, danskog,
norveškog ili španskog, ili nisu pokazali interesovanje za uspostavljanje veštačkog
standarda, ili su otvorili prostor za postojanje većeg broja takvih standarda.</p>
<p class="MsoNormal">Veštački
standardi imaju tri velika problema. Prvi je da slede juristički princip suprotan prirodi
jezika, podrazumevajući da za svaki jezički problem postoji samo jedno rešenje. Za veštačke
standarde je veoma bolno kada na primer ne mogu da kažu da je ispravno samo „gospoda
su stigla”, a neispravno “gospoda je stigla” i “gospoda su stigli” – već su sve
tri opcije deo jezika. Kako jezik ne predstavlja ograničen sistem – logička implikacija
je da će uvek biti jezičkih problema koje standard ne propisuje. U krajnjoj
instanci, dok je prirodni jezik po velikom broju dimenzija beskonačan, veštački
jezik je konačan – i time drastično nižeg ekspresivnog kapaciteta.</p>
<p class="MsoNormal">Drugi
problem veštačkih standarda je što se prirodni dijalekti neprestano menjaju,
menja se i društveni okvir upotrebe jezika, pa i sam jezik. Ali, propisani
jezik se ne može prirodno menjati - moraju se svesnom intervencijom menjati propisi. Zagovornici ideje veštačkog standarda
pokušavaju da ovaj problem reše njegovim povremenim izmenama. Pogotovu su u tom
smislu angažovani nemački lingvisti, koji imaju redovna okupljanja za koja se
pripremaju izveštaji i predlozi o izmenama. Srbisti (što koristim kao termin za
ljude koji sse jezikom bave u metodološkim okvirima 19. veka i interesuju se za srpski jezik) su
izrazito konzervativni. Iako su im usta puna “fleksibilne stabilnosti”, njihovo
opredeljenje je stabilnost, i srpski veštački standard danas uključuje tek
zanemariv deo promena koje su se u jeziku dogodile u više od sto godina koliko
je proteklo od definitivne standardizacije. Ovo standard čini neprilagođenim potrebama koje nameću okolnosti.</p>
<p class="MsoNormal">Treći
problem je što ograničenja nametnuta prirodnom dijalektu na kome se veštački
standard zasniva uvek narušavaju unutrašnju logičnost i sistemičnost jezika i čine
ga teško naučivim. Zaislite samo da fizičar svede energetska stanja elektrona na ograničeni skup diskretnih vrednosti – kad bi se to moglo, sav univerzum bi se raspao. Ovaj problem je nešto manje izražen kod govornika dijalekata
bliskih onome na kom je veštački standard zasnovan, jer oni uvek mogu da posegnu za alternativama iz svog živog dijalekta, a njihove alternative se doživljavaju kao marginalni deo standarda. Govornici drugih
dijalekata imaju veće teškoće: kada oni za problem standarda uvedu rešenje iz svog dijalekta, to se doživljava kao teško ogrešenje o standard (na primer: <i>podelio sam žvake na tri deteta</i>). Ovaj problem, pogotovu kada je podržan vanjezičkim stereotipima, teži da
izaziva diskriminaciju, istovremeno otežavajući i usporavajući obrazovanje dece iz takvih dijalekata, koja se
efektivno školuju na stranom jeziku.</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIjHOw4aPMVUkU3f5n_ikozTfoj7_bHoBwgEsHDTP85ne5ppituGbbyRpDlZ_q-8huKKbPnbF_6muJNJre73AjS-yHVJMv7ayDieNUW5sHMjYwNLOWG2Tdt04ycygF2sBJ_wa-qyIyLTnZ/s790/The-3-Types-of-Minds-Which-Is-Yours-3-1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="550" data-original-width="790" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIjHOw4aPMVUkU3f5n_ikozTfoj7_bHoBwgEsHDTP85ne5ppituGbbyRpDlZ_q-8huKKbPnbF_6muJNJre73AjS-yHVJMv7ayDieNUW5sHMjYwNLOWG2Tdt04ycygF2sBJ_wa-qyIyLTnZ/w209-h145/The-3-Types-of-Minds-Which-Is-Yours-3-1.jpg" width="209" /></a></div><p></p>
<p class="MsoNormal">Nije
teško videti kolika je besmislica da razumevanje među ljudima zavisi od
postojanja veštačkog standarda – govornici srodnih dijalekata lako i efikasno
uspostavljaju prirodne standarde koji se fleksibilno prilagođavaju stepenu
različitosti dijalekata sagovornika i lako se uče. I pre Vuka, Belića i Stevanovića, ljudi su trgovali, dopisivali se, razgovarali. Još veća je zabluda da bi se
bez standarda jezičke, etničke i nacionalne zajednice raspale – srpska se jezička zajednica formirala pre standardizacije jezika. Zajednice na okupu
drže politički faktori i pitanja identiteta. Naprotiv, veštački standardi neophodno
markiraju govornike nekih dijalekata i otvaraju prostor diskriminaciji i
stigmatizaciji. Diskriminacija i stigmatizacija jednog dela zajednice pak često
vode njenom raspadu.</p>Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-86812451537239716612021-11-01T18:28:00.000+01:002021-11-01T18:28:03.662+01:00Osam principa održanja jezičke zajednice<p><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">Jezik svake
zajednice je jedna jezička zajednica. Veće jezičke zajednice se odlikuju
dijalektima i spontano uspostavljaju standardni dijalekat kojim komuniciraju
govornici različitih dijalekata. Neke jezičke zajednice veštački određuju svoj
standard.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; margin-left: 0cm; mso-add-space: auto; tab-stops: 21.3pt;"><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">Nijedan zakon ni
identitet pojedinca ni grupu ne obavezuje da bude deo bilo koje jezičke
zajednice i prihvati njen standard. Ovo je uvek stvar dobre volje i interesa. (Videti
i članove 2, 19 i 26 Univerzalne deklaracije o ljudskim pravima UN.)</span></p>
<p class="MsoNormal" style="background: white; tab-stops: 21.3pt;"><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">Standardni jezik,
odnosno dijalekat, samo je jedan od dijalekata, ni po čemu bolji od
drugih. Veštački standardni jezik ima nedostatke u odnosu na prirodni.</span></p>
<p class="MsoNormal" style="background: white; tab-stops: 21.3pt;"><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">Standardnom
jeziku treba težiti, ali je sasvim normalno, a često i korisno, od njega
odstupati unošenjem osobina drugih dijalekata. </span></p>
<p class="MsoNormal" style="background: white; tab-stops: 21.3pt;"><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">Govornik
dijalekta koji nalikuje standardu rođenjem dobija mogućnost da u zajednici
komunicira na svom maternjem jeziku. Govornik dijalekta koji se razlikuje od
standarda sa drugima govori na standardu koji je prethodno morao da nauči kao i
bilo koji strani jezik, sa manje ili više uspeha. To treba poštovati.</span></p>
<p class="MsoNormal" style="background: white; tab-stops: 21.3pt;"><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">Ispod kritike
nečijeg govora uvek se krije negativno mišljenje o grupi koju taj govor
karakteriše. Minimum pristojnosti nalaže da to ne činimo.</span></p>
<p class="MsoNormal" style="background: white; tab-stops: 21.3pt;"><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">Kad govori
standardnim jezikom, govornik dijalekta koji se razlikuje od standarda prihvata
da uloži dodatni trud i komunicira jezikom koji ga stavlja u podređeni položaj radi
opstanka jezičke zajednice. Za svoj dodatni napor i odricanje, takav govornik
zaslužuje zahvalnost jezičke zajednice.</span></p>
<p class="MsoNormal" style="background: white; tab-stops: 21.3pt;"><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span lang="SR-LATN-RS" style="color: #222222; font-family: Arial, sans-serif; text-indent: 0cm;">To što neko
slabije vlada standardnim jezikom obično nije zato što ga je nedovoljno učio
već je razlog njegov ekonomski status i urođena sposobnost ovladavanja
različitim aspektima jezika, koja može biti bolja ili lošija. Ni jedno ni drugo
ne smeju biti osnovi za osudu ili diskriminaciju.</span></p>Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-64259184284108971372020-06-28T20:36:00.015+02:002020-06-29T09:11:42.317+02:00Deklarisane neistine<a name='more'></a><!--more--><!--more--><div style="text-align: justify;"><font face="inherit">Nedavno su se, simbolično u Tršiću, <a href="https://www.novosti.rs/%D0%B2%D0%B5%D1%81%D1%82%D0%B8/%D0%BA%D1%83%D0%BB%D1%82%D1%83%D1%80%D0%B0.487.html:871795-%D0%9C%D0%B0%D1%82%D0%B5%D1%80%D1%9A%D0%B8-%D1%98%D0%B5%D0%B7%D0%B8%D0%BA-%D1%98%D0%B5-%D0%BD%D0%B0%D1%98%D0%B2%D1%80%D0%B5%D0%B4%D0%BD%D0%B8%D1%98%D0%B5-%D0%B4%D1%83%D1%85%D0%BE%D0%B2%D0%BD%D0%BE-%D0%B4%D0%BE%D0%B1%D1%80%D0%BE-%D0%A3-%D0%A2%D1%80%D1%88%D0%B8%D1%9B%D1%83-%D0%B4%D0%BE%D0%BD%D0%B5%D1%82%D0%B5-%D0%B4%D0%B2%D0%B5-%D0%B4%D0%B5%D0%BA%D0%BB%D0%B0%D1%80%D0%B0%D1%86%D0%B8%D1%98%D0%B5?fbclid=IwAR1x0JAzuOCi6VhqqUeqPPdgwTLbEzmTtlgZGJKvhh2GcqTH7Nb5V6eHfKw">okupili predstavnici visokoškolskih, naučnih i kulturnih institucija čije polje rada uključuje srpski jezik: univerzitetskih departmana, odseka, katedri, instituta, zavoda</a>. Tamo su jednoglasno usvojili dve deklaracije. Jedna je naslovljena "Deklaracija
o statusu srpskog jezika na nesrbističkim katedrama i nenastavničkim
fakultetima". Verovatno o svemu najbolje govori činjenica da ovaj naučni krem srpskog jezika na tom srpskom jeziku nije uspeo da formuliše naslov svoje deklaracije tako da izrazi ono što je želeo. Na stranu što danas veliki broj univerziteta u zemlji uopšte nema katedru kao jedinicu organizacije (Univerzitet u Nišu, na primer, ima departmane). Problem je što se deklaracija uopšte ne bavi statusom srpskog jezika na <b>katedrama </b>(jedinicama organizacije univerziteta koje okupljaju nastavno i ponekad administrativno osoblje vezano za određenu naučnu oblast), već u <b>programima studija</b>. Jednostavnije rečeno, oni ne bi da nema univerzitetske katedre bez srbista kao članova - <a href="http://inform-al.blogspot.com/2018/01/srpski-ce-svi-studirati.html">oni bi da nema univerzitetskog studijskog programa bez obaveznih časova srpskog jezika</a>. </font></div><div style="text-align: justify;"><font face="inherit"><br /></font></div><div style="text-align: justify;"><font face="inherit">Sa naslovom druge deklaracije su imali više sreće: nju su naslovili "D<span style="background-color: white;">eklaracija o neophodnosti povećanja broja časova srpskog jezika i književnosti u osnovnoj i srednjoj školi". U ovoj deklaraciji iznose i egzaktne podatke (uvijene u polemički stil političkog novinara televizije Pink) kojima argumentuju svoj zahtev: "</span><span>Drugi, ne manje pametni od nas narodi nikad nisu
dovodili u pitanje poseban položaj svog maternjeg jezika i nacionalne
književnosti. Evo nekoliko primera: Francuska ima 8 do 10 časova nedeljno,
Turska 8 do 10, Rusija 9 (u ovoj zemlji maternji jezik nije samo opšteobrazovni
predmet prvog reda, već ima </span><i>nadpredmetni</i><span>
status), Slovačka 9, Austrija i Portugalija 8 itd.“ Sam zahtev ima ton vapaja, ali se konkretnošću i preciznošću nadovezuje na argument: "</span><span style="background-color: white;">Zbog toga sa punim pravom tražimo da predmet Srpski jezik i književnost dobije u našem obrazovnom sistemu ono mesto koje zaslužuje, odnosno da se, najpre, poveća broj časova u osnovnoj i srednjoj školi: na najmanje 7 časova u mađim razredima osnovne škole, na 6 časova u starijim razredima osnovne škole, na 5 časova u gimnazijama na svim smerovima i na 3-4 časa u srednjim stručnim školama (zavisno od tipa škole i godine učenja)."</span></font></div><div style="text-align: justify;"><span style="background-color: white;"><font face="inherit"><br /></font></span></div><div style="text-align: justify;"><font face="inherit">Čitalac stiče utisak da se krem srbistike pozabavio istraživanjem i sakupio precizne podatke ne samo o tome koji evropski narodi nisu manje pametni od Srba, već i o statusu maternjeg jezika u osnovnim i srednjim školama u državama u kojima ti narodi žive, te javnost obaveštava o podacima do kojih je dešao. Osim što izneseni podaci nisu istiniti. Kako ministarstva gotovo svih ovih država odgovarajuće podatke drže javno dostupnim na internetu - lako ih je i proveriti.</font></div><div style="text-align: justify;"><font face="inherit"><br /></font></div><div style="text-align: justify;"><font face="inherit">U Austriji, da krenem od sistema koji dobro poznajem, škola je podeljena na četvorogodišnju osnovnu (razredna nastava), u kojoj nemački jezik nije izdvojen kao poseban predmet, već je deo bloka obavezne nastave (<a href="http://www.vs-barwitzius.at/index.php?id=31">GU, "</a><span style="background-color: #f9f9f9; text-align: left;"><a href="http://www.vs-barwitzius.at/index.php?id=31">Lernbereich des grundlegenden Unterrichts"</a> - z</span>ajedno sa matematikom i nečim što liči na Svet oko nas ili Poznavanje prirode i društva), i za šta je zajedno rezervisano 10 časova nastave, odnosno u kombinaciji sa eventualnim manjinskim jezikom (moj sin</font> na tim časovima<font face="inherit"> ima bhs) i dopunskom nastavom za bilingvalnu decu - i čitavih 16 (na linkovanoj strani ovi dodatni časovi su označeni kao GU/DFKURS). U praksi, učitelji fleksibilno koriste ove časove trudeći se da đaci jednako napreduju u svim oblastima u odnosu na programe. Tu očigledno nema prostora da samo nemački zauzme osam časova, pogotovu što je program matematike na tom uzrastu zahtevniji</font><span style="font-family: inherit;">. Kada se nemački izdvoji kao poseban predmet, i u stručnim školama i u gimnazijama, od petog do osmog razreda on zaprema svega 4 časa nedeljno, a od devetog do dvanaestog (naša srednja škola) tek 3. Nemački jezik tako u Austriji ni u kom razredu ne dobija 8 časova nastave, kako Deklaracija obaveštava, a najvećim delom školovanja ostaje na polovini ovog obima ili ispod nje. </span><a href="https://www.dachsberg.at/hp/profil/schulprofil/stundentafeln" style="font-family: inherit;">Ovde </a><span style="font-family: inherit;">se može videti primer programa jedne gimnazije, za svih osam razreda. </span></div><div style="text-align: justify;"><font face="inherit"><br /></font></div><div style="text-align: justify;"><font face="inherit">U Francuskoj, broj časova doseže <a href="https://www.education.gouv.fr/les-horaires-par-cycle-au-college-9884">četiri i po časa nedeljno</a> - ni blizu 8 do 10 iz Deklaracije. Zanimljivo je da je ovo proizvod <a href="http://www.reformeducollege.fr/emploi-du-temps/grille-horaire-hors-options">reforme od pre četiri godine, kada su nastavu francuskog jezika srezali za oko 10%</a>. Može se zaključiti da trend među narodima ne manje pametnim od nas nije povećavanje, nego smanjivanje broja časova maternjeg jezika.</font></div><div style="text-align: justify;"><br /></div><div style="text-align: center;"><img height="300" src="https://sites.google.com/site/reformecollege2016clair/_/rsrc/1430311897354/tableau1.jpg" width="537" /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Turska, koja ima sistem 8+4 kao i mi, zaista kreće sa 10 jedinica turskog jezika u prvim razredima osnovne škole, da bi lagano spuštala i od sedmog razreda do kraja školovanja imala 5. Ono što Deklaracija ne uzima u obzir je da u Turskoj jedinica nastave nije čas od 45 minuta, već traje svega pola sata. Drugim rečima, 10 turskih jedinica predstavlja naših 6,5 časova, a njihovih 8 jedinica je malo više od naših 5 časova. I ako zanemarimo ovu činjenicu, i prihvatimo da ima razreda s po 8, odnosno 10 polusatnih jedinica - ipak nije istinito da se tokom celog školovanja broj jedinica kreće u ovom opsegu. Naprotiv, dve trećine razreda ima značajno nižu kvotu.</div><div style="text-align: justify;"><br /></div><div style="text-align: center;"><img alt="" height="759" 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" 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" width="590" /></div><div style="text-align: center;"><br /></div><div style="text-align: justify;">Slično je u <a href="http://www.skolagorazd.sk/rozvrhy/">Slovačkoj</a>, gde se u prvom razredu zaista počinje od 9 časova nedeljno kako Deklaracija navodi, ali ovaj broj do šestog razreda pada na 5. <a href="https://www.gljs.sk/wp3/?p=7159">Srednjoškolski program</a> podrazumeva maksimum od 4 časa slovačkog jezika nedeljno. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">U <a href="https://pt.slideshare.net/elannialins/matriz-curricular-28-012011-de-29-de-janeiro-de-2011reformulada-para-republicao">Portugalu </a>se kreće sa nešto niže kvote, od 7 časova u prvom razredu osnovne, da bi se u petom stiglo do 5, a u devetom spalo na 4 časa portugalskog jezika nedeljno - na čemu se ostaje i tokom trogodišnje srednje škole. Ni u jednoj fazi program ne uključuje 8 časova nedeljno koje pominje Deklaracija, a tokom jedne trećine školovanja, predviđeni broj časova je upola manji od toga.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Opšta ocena je da osim što Deklaracija bira države sa većim brojem časova nastave maternjeg jezika kako bi podržala svoj zahtev (implikacija je da je to kriterijum koji određuje da li je narod manje pametan od nas), ona stanje u ovim zemljama predstavlja neistinito. Kod Austrije, Francuske i Portugala navodi brojeve koji bukvalno obmanjuju javnost i državne institucije, kod Turske takođe, jer zanemaruje za trećinu kraće trajanje jedinice nastave. Kod Slovačke, navedeni broj časova ima osnovu u stvarnoj situaciji, ali samo za prva dva razreda. Reforma u Francuskoj, jednoj od zemalja izabranih kao primer, sugeriše da trend nije povećavanje, već smanjivanje obima nastave maternjeg jezika u okviru snovnog i srednjeg školovanja.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Zaključak bi bio da je broj časova maternjeg jezika koje deklaracija traži za mlađe razrede osnovne škole na nivou država koje određuju gornju granicu evropskih praksi, dok je broj koji se traži za starije razrede osnovne i za srednju školu veći nego u bilo kojoj od navedenih država, osim možda Rusije čije podatke nisam uspeo da dobavim pa se moram ograditi.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><font color="#000000">Ono što brine i više od toga da su izneseni neistiniti podaci, je da struku ne interesuje šta se na časovima radi, već samo da ih bude što više. <a href="http://inform-al.blogspot.com/2019/12/obrazovni-sistem-i-vestine-jezicke.html">Reforma nastave srpskog jezika treba da bude reforma sadržaja i kvaliteta</a>. Ako takva reforma zahteva povećanje broja časova u nekim razredima, onda povećanje ima smisla razmotriti. Povećanje broja časova bez kvalitativne reforme samo će pooštriti problem. Na srbističkoj zajednici je da iznedri reformu koja će zasluživati više poverenja i kada je kvantitet u pitanju. Kuknjava i neistiniti podaci samo slabe njen kredibilitet.</font></div>Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-7108531987033939272020-06-23T09:37:00.010+02:002020-07-16T12:12:17.584+02:00Ministarstvo smešnog jezika<div style="text-align: justify;">Postaje malo istrošeno referisati na Leteći cirkus u komentarima aktuelne stvarnosti, ali kada prevaziđemo ovaj, stići ćemo do stadijuma u kome ćemo o stvarnosti govoriti isključivo citatima iz Montija Pajtona ne nalazeći ništa neobično u tome.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><font face="inherit">U Politici izašao <a href="http://www.politika.rs/scc/clanak/456696/Vise-paznje-poklanjamo-ucenju-stranih-jezika-nego-srpskog?fbclid=IwAR1WuPTA5zUS6BgfQFMei9V0VIFp29a_eZueg0YNCctavtH-Hd2IAEwqiVc" target="_blank">intervju sa Radom Stijović</a>. Intervju ne donosi ništa novo, pun je uobičajenih <b>materijalnih neistina, volje za moć, neznanja</b>. Ilustracije radi, <b>materijalnu neistinu</b> naučna savetnica Stijović iznosi u rečenici koju ću dosledno navesti: <span style="background-color: white;"><i>Колеге из „Друштва за српски језик и књижевност” изнеле су ових дана податак да смо по броју часова матерњег језика на најнижој лествици у Европи</i>. Kao što je red, najpre pohvala, pa onda kritika. Odmereno, ispravno, i stilski efektno, Društvo za srpski jezik i književnost je navedeno pod navodnicima. Time nam se saopštava da taj entitet neko naziva ovim imenom, ali da se razuman čovek od toga ograđuje. Šteta, međutim, što je tvrdnja k</span><span style="background-color: white;">oju rečenica saopštava notorna neistina. Iz ličnog iskustva sa sopstvenom decom znam da u Holandiji, Nemačkoj i Austriji program u školama sadrži manje časova maternjeg jezika i književnosti nego onaj u Srbiji. Ono po čemu smo na najnižoj lestvici nije broj časova, nego njihov kvalitet, a za to možemo zahvaliti isključivo naučnim savetnicima i univerzitetskim profesorima srpskog jezika. <b>Volju za moć</b> ilustruje implikacija ove tvrdnje, a to je da srpski jezik treba da dobije više obaveznih časova u programu - na svim nivoima školovanja - što bi predstavljalo dodatni paket uticaja i novca za zajednicu koja se ovim predmetom bavi. Ostatak ovog posta j</span><span style="background-color: white;">e posvećen </span><b style="background-color: white;">neznanju</b><span style="background-color: white;">, bilo ono posledica urođenih ili stečenih kapaciteta. I tiče se stava koji je kao srž intervjua dat i u njegovom naslovu: </span></font></div><div><font face="inherit"><span style="background-color: white; font-size: 16px;"><i><br /></i></span></font></div><div style="text-align: center;"><font face="inherit"><span style="background-color: white; font-size: 16px;"><i>Više pažnje poklanjamo učenju stranih jezika nego srpskog</i>.</span></font></div><div><font face="inherit"><span style="background-color: white; font-size: 16px;"><br /></span></font></div><div style="text-align: justify;"><span style="background-color: white;">Bazično neznanje u osnovi ovog iskaza, neznanje nepovezivo sa i najmanjim stepenom lingvističkog obrazovanja, je izjednačavanje učenja maternjeg </span><span style="background-color: white;">i stranog jezika. Jer iako rečenica ne navodi maternji jezik, ona presuponira da je </span><i>nama</i><span style="background-color: white;">: naučnoj savetnici, novinarki i čitaocima Politike, srpski jezik maternji. Neznanje se sastoji u tome da se maternji jezik uvek usvaja, nikad ne uči, dok strani jezik, bar u školama - jer rečenica se na njih odnosi - zaista učimo. Znajući ovo, jasno je i da je iskaz o poklanjanju pažnje besmislen kad je reč o maternjem jeziku: usvajanje je nesvesni proces učenja, on ostaje ispod nivoa pažnje. Naravno onda da više pažnje poklanjamo učenju koje zahteva pažnju nego onome koje joj izmiče i koje je pretiče. Maternji i strani jezik su kao hodanje i skijanje. Hodanje usvojimo spontano i potpuno - za to imamo instinkt, sve potrebne uslove i jak stimulus okruženja. Za skijanje je potrebna odluka, materijalne okolnosti, pažnja, vežba - i onda skijanje neko ne nauči uopšte, neko ga nauči donekle, a nekome su hodanje i skijanje na jednakom nivou. Onda se javi naučna savetnica za sport i fizičko vaspitanje i upozori da više pažnje poklanjamo učenju skijanja nego hodanja.</span></div><div style="text-align: justify;"><span style="background-color: white;"><br /></span></div><div style="text-align: center;"><img alt="" height="232" 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" style="text-align: left;" width="234" /></div><div style="text-align: justify;"><span style="background-color: white;"><br /></span></div><div style="text-align: justify;"><span style="background-color: white;">Možda poklanjanje paž</span><span style="background-color: white;">nje ovde stoji za trud, volju, elan, posvećen učenju, odnosno usvajanju jezika. Onda je to neistina. Instinkt učenja jezika u periodu prvog, maternjeg usvajanja, toliko je jak da se ne može uporediti sa sedenjem na časovima stranog jezika. Da su iole blizu ponašanju deteta koje usvaja jezik, učenici bi na ovim časovima svih 45 minuta naglas izgovarali teške kombinacije glasova u jeziku koji uče, isprobavali morfološe i sintaksičke kombinacije reagujući na reakcije nastavnika tako snažno da bi im gramatičke regularnosti ostajale trajno zabeležene u memoriji, a ipak bi ih istog trenutka ponovo testirali.</span></div><div style="text-align: justify;"><span style="background-color: white;"><br /></span></div><div style="text-align: justify;"><span style="background-color: white;">Možda, opet, poklanjanje pažnje stoji za broj časova posvećenih stranom jeziku u odnosu na broj časova posvećenih maternjem. Srpskom, da se neko ne polakomi. Neznanje je onda u tome da časovi maternjeg jezika u školi ne služe učenju tog jezika. Maternjim jezikom do školskog uzrasta već svi pojedinci sa tipičnim kognitivnim razvojem vladaju sa punom kompetencijom (to što nas program uči da je prošlo vreme od <i>gledati - gledao sam</i> samo ilustruje kvalitet programa). Na časovima maternjeg jezika smisleno je učiti o jeziku kao pojavi (opštelingvističke sadržaje), kao i usvajati veštine upotrebe tog jezika u specifičnim kontekstima, odnosno za konkretne svrhe. Ni jednog ni drugog u našim programima gotovo da nema, zahvaljujući naučnim savetnicima i univerzitetskim profesorima srpskog jezika. I da, nije istina da je više časova posvećeno stranom nego maternjem jeziku - a što se ti časovi koriste loše - zahvalimo znamo već kome.</span></div><div style="text-align: justify;"><span style="background-color: white;"><br /></span></div><div style="text-align: justify;"><span style="background-color: white;">Ako neko nije razumeo zašto naučna savetnica Stijović u rečenici koja je završila u naslovu strani jezik stavlja u neprirodni kontrast sa srpskim, umesto prirodnog sa maternjim, to je zbog toga što se ona obraća samo onima kojima je maternji jezik srpski. Ujedno ona od silnog nacionalnog žara ne može da propusti da istakne srpskost tog jezika. Ali i kada referiše samo na nas koji sa njom delimo srpski identitet, ona pogrešno presuponira da nam je svima maternji ne onaj srpski jezik koji smo usvojili kao maternji, nego onaj srpski jezik kojem ona želi da nas nauči. Taj srpski jezik nikome nije maternji. Ipak, za one koji su sa Desankom "imali sreće da se rode tamo gde" su se rodili, on predstavlja malu varijaciju u odnosu na njihov maternji, dok za one koji su imali nesreću da se rode gde su se rodili - on efektivno jeste strani jezik. I tako naslov intervjua gubi i poslednje ostatke smisla.</span></div><div style="text-align: justify;"><span style="background-color: white;"><br /></span></div><div style="text-align: justify;"><font face="courier" size="2" style="background-color: #eeeeee;">Iako je post posvećen naslovu, ne mogu da se uzdržim da ne prokomentarišem jedan ne tako redak, ali ipak dražestan biser. Kaže naučna savetnica Stijović: <span style="text-align: left;"><i>Норма мора да прати развој живе речи, не сме да изгуби контакт са реалношћу, али, свакако, не сме ни да озакоњује промене које не одговарају структури језика</i>. Neka se jezička osobina promeni upravo jer se više nije uklapala u strukturu, usled promene drugih aspekata jezika. A onaj ko misli da se jezik vlada zakonima koje on ozakoni nije daleko od onoga ko veruje da ga sutra čega bitka kod Vagrama.</span></font></div>Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com1tag:blogger.com,1999:blog-9218788430542765012.post-19392853874874348442019-12-27T11:47:00.001+01:002019-12-27T11:47:13.781+01:00Akademski građani u akademskim zabranima<div dir="ltr" style="text-align: left;" trbidi="on">
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Više puta sam pisao o kampanji profesora Filološkog fakulteta u Beogradu <a href="https://www.srbijadanas.com/biz/obrazovanje/da-li-treba-uvesti-srpski-jezik-kao-obavezan-predmet-na-fakultete-2019-09-11" target="_blank">da se nastava srpskog jezika uvede na sve visokoškolske studijske programe</a>. Ovde bih se pozabavio administrativnom stranom tog pitanja u svetlu organizacije univerziteta u Srbiji. Konkretno, zalažem se za najhitniju integraciju univerziteta na nivou studija: za to da se omogući da svaki student jednog univerziteta u okviru blokova izbornih predmeta ili povrh predviđenog broja kredita može da izabere i sluša bilo koji kurs ponuđen na tom univerzitetu, a ne samo uzak broj programom predviđenih kurseva, u cilju raznovrsne specijalizacije kadrova, veće prilagođenosti tržištu rada, a ujedno i mogućnosti da studenti nezavisno od programa studija na univerzitetu nastave da razvijaju svoje jezičke i komunikativne veštine.</div>
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<img alt="Image result for people in corrals" height="203" 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" 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Zamislimo da odseci za maternji jezik u zemlji <a href="https://inform-al.blogspot.com/2019/12/obrazovni-sistem-i-vestine-jezicke.html?fbclid=IwAR2IigQwaxKjNZYWO3bajZGCpEAiPqYpoHgSyKsSBmJqx4kLPt5kOjYQZf0" target="_blank">urade pravu stvar</a> i obezbede sebi kadar koji je u stanju da studente nauči kako da zanatski uspešno pišu tekstove različitih vrsta, kao i kako da druge nauče ovoj veštini. I zamislimo da ponude efikasne programe kojima će nastavni kadar u zemlji obučiti ovom zadatku. I da za pet, ili deset godina, iz srednjih škola krenu da izlaze mladi ljudi sa solidnim nivoom jezičke kulture. Da li će tada postojati potreba da se studentima nefiloloških fakulteta - budućim pravnicima, ekonomistima, novinarima, mašincima, umetnicima ponude kursevi jezičke kulture?</div>
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Verovatno će mnoge iznenaditi, ali moj odgovor je - da. Da, u smislu da se u veštinama pisanja i govorenja uvek može napredovati, i da različite struke zahtevaju različite specifične veštine, pa studentima tih disciplina treba ponuditi mogućnost da se u ovim oblastima dalje razvijaju. Kvalitetni kursevi akademskog pisanja, administrativno-pravnog jezika, motivacijske i argumentativne retorike, eseja - svakako bi značajno unapredili mnoge programe studija. </div>
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I zamislimo sada, dakle, da smo dostigli taj nivo, i da onda i ja, zajedno sa profesorima Filološkog fakulteta u Beogradu, zagovaram potrebu da se svim studentima svih univerziteta ponude kursevi pisanja u različite uže svrhe. Kako bi se to izvelo?</div>
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Moje kolege u Srbiji smatraju da je rešenje da se na svakom fakultetu u zemlji otvori po jedna (cela ili razlomljena) profesura za srpski jezik, ili bar lektorat, i da se zaposli po jedan srbista koji bi držao potrebnu nastavu. Ovaj način pati od krupnih nedostataka.</div>
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Ti bi nastavnici bili samotnjaci u svojim institucijama, bez aktivnog okruženja i interakcije sa kolegama, bez mogućnosti da učestvuju u razvoju odseka, istraživačkih grupa, da suorganizuju konferencije, seminare, razmene studenata i istraživača. Odseci za srpski jezik na univerzitetu na kom predaju bili bi lišeni njihovog iskustva. To je pogotovu pogubno za profesore metodike na tim odsecima koji studente treba da pripreme da rade ovaj posao, a čiji bi se uvidi sveli isključivo na teoriju. Sami nastavnici na nematičnim programima često bi za pun fond časova radili na više različitih fakulteta, trošeći dodatno vreme u saobraćaju, bez matičnog radnog mesta i mira za bavljenje naukom i unapređenjem nastave. Njihov položaj: kabinet, fond časova, pa i sadržaj nastave, zavisili bi od odluka i stava fakulteta sa čijim naučnim oblastima nemaju dodirnih tačaka.</div>
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Idealno rešenje je da odsek za srpski jezik na svakom univerzitetu nudi niz kurseva jezika za različite svrhe upotrebe i različite nivoe, a da te kurseve mogu da izaberu i pohađaju studenti svih fakulteta tog univerziteta. Ali - prema našem sadašnjem uređenju univerziteta, ovo je nemoguće.</div>
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Za razliku od valjda svih država u svetu - srpski državni univerziteti nisu zaista univerziteti, već konfederacije fakulteta (sem Univerziteta u Novom Pazaru, ali on je posebna tema). Fakulteti su pravna lica sa svojim računima i budžetima i velikom autonomijom u odlučivanju. I dok ovo možda ima i poneku prednost u pogledu demokratičnosti i bližeg i direktnijeg bavljenja pojedinačnim odsecima i programima studija - ima i tu posledicu da student jednog fakulteta ne može da sluša predmete na drugom fakultetu <b>istog</b> univerziteta.</div>
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To znači da student elektronike koji želi da svoja znanja izgrađuje u pravcu bioničkog inžinjeringa ne može da sluša predmete sa medicinskog fakulteta koji su mu za to usmerenje neophodni. Student medicine koji želi da se bavi forenzikom ne može da sluša predmete iz oblasti prava. A student prava koji želi da unapredi svoja znanja u oblasti retorike i analize diskursa - ne može da sluša kurseve na Filozofskom fakultetu.</div>
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Poređenja radi, u Gracu postoje četiri velika državna univerziteta. Ne samo da su svi oni integrisanog tipa, pa su kursevi unutar istog univerziteta dostupni svim studentima, već su univerziteti međusobno sklopili dogovore po kojima svaki student svakog od četiri univerziteta može da sluša svaki kurs koji bilo koji od ovih univerziteta nudi. Ne treba opisivati koliko je time podignut kvalitet studija i njihova privlačnost za studente.</div>
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Ustvari pitanje dostupnosti kurseva studentima nije neophodno vezano za integraciju univerziteta. Dovoljno je provesti tri administrativne promene da ono i uz ovakvu organizaciju bude moguće. Jedna je promena statuta univerziteta i svakog od fakulteta, takva da biranje kurseva sa drugih fakulteta bude pravno omogućeno. </div>
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Druga se tiče strukture kurikuluma. U Srbiji su izborni blokovi u studijskim programima obično definisani nabrajanjem kurseva koji se u tom bloku mogu izabrati. Najčešće su to kursevi unutar oblasti studija. Ovim se studenti bukvalno, i brutalno, sprečavaju da steknu univerzalnija i šira znanja. Zašto student fizike ne bi slušao kurs iz filozofije? Zašto student filozofije ne bi slušao kurs iz prava ili elektronike (pogotovu kada na primer želi da se bavi filozofijom prava, odnosno tehnologije)? Potrebno je, dakle, da se blokovi izbornih predmeta oslobode svakog ograničenja i ostanu prosto brojevi kredita koji se stiču samostalno izabranim kursevima.</div>
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Treća promena se tiče novca. On je i glavni razlog što su studenti danas ograničeni na svoje fakultete: fakulteti dobijaju novac po broju upisanih studenata, i ako bi studenti slušali predmete na drugim fakultetima - moglo bi se desiti da jedan fakultet dobija novac za studenta kome drugi fakultet obezbeđuje deo nastave. Za rešenje ovog problema dovoljno je nešto što je trebalo učiniti jako davno (mislim da se naša vlada obavezala da to učini pre desetak godina). A to je prelazak na objedinjeni elektronski registar studenata, gde bi svi studenti državnih univerziteta bili vođeni u istoj umreženoj elektronskoj bazi podataka. U ovom registru bi bio zaveden svaki kurs koji odsluša svaki pojedinačni student, i vrlo jednostavno bi se sveli računi o broju aktivnih student-kurs jedinica na svakom pojedinačnom fakultetu i univerzitetu, kako bi se skladno tome odredili i njihovi budžeti.</div>
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Sa svakom godinom odlaganja otvaranja celokupnog univerziteta za sve njegove studente - obrazovanje desetina hiljada ljudi je nepotrebno, i vrlo ozbiljno oštećeno. Ne samo što su uskraćeni za mogućnost da fleksibilno usmeravaju svoje obrazovanje, već i za podsticaj da svom obrazovanju pristupe aktivno, da za njega preuzmu odgovornost, čime se samo nastavalja proces ukalupljivanja pasivnih građana koji čekaju da im sistem odredi profil obrazovanja, obezbedi posao, uredi državu i društvo.</div>
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Zato pozivam i državu, i akademsku javnost, a naročito zagovornike nastave srpskog za sve, da su pridruže inicijativi i zahtevaju od države i univerziteta da što hitnije provedu potrebne promene i obezbede studijsku integraciju univerziteta - nezavisno od njegove organizacione integracije.</div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-6577151518887866252019-12-25T10:58:00.002+01:002019-12-25T12:41:43.364+01:00Obrazovni sistem i veštine jezičke komunikacije: šta činiti?<div dir="ltr" style="text-align: left;" trbidi="on">
Srbisti Filološkog fakulteta u Beogradu i SANU poslednjih godina zagovaraju ideju da kurseve srpskog jezika treba uvesti kao obavezne na sve visokoškolske studijske programe u zemlji. Kao razlog se navodi ocena da govornici srpskog jezika generalno pokazuju nizak nivo jezičke kulture, i da je to pogotovu velika smetnja za one sa univerzitetskim obrazovanjem. To je kao da pred godišnji odmor ostavite ispravan auto u servisu radi rutinskog pregleda, a servis ga vrati pokvaren, i krene da bogoradi kako je strašno da auto bude neispravan, i kako treba da ih povedete na letovanje da tamo nastave da ga popravljaju. U svim državama sveta, opšti elementi jezičke kulture stvar su osnovnog i srednješkolskog obrazovanja, sve one grade svoj obrazovni sistem tako da u ovoj fazi ostvare što bolje rezultate u veštinama jezičke komunikacije u formalnoj sferi. Neke su uspešnije, neke imaju više prostora za napredak. Ali samo u našoj se lek za loše obavljen posao traži u dužem obavljanju lošeg posla umesto boljem u predviđenim vremenskim granicama.<br />
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<img alt="Image result for sand tower" height="180" src="https://st3.depositphotos.com/6783730/16666/v/600/depositphotos_166668838-stock-video-sand-castle-sand-tower-with.jpg" width="320" /><br />
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Moja ćerka pohađa srednju školu u Austriji. Program maternjeg, nemačkog jezika primarno je usmeren ka razvoju kulture izražavanja. Pod kulturom izražavanja ovde imam na umu sposobnost da se jezik adekvatno i efikasno koristi u različitim formalnim oblastima komunikacije, odnosno eksplicirane i uvežbane postupke sastavljanja tekstova prema zahtevima i normama različitih vidova zvanične komunikacije. Više od pola vremena na ovim časovima učenici pišu tekstove ili razgovaraju o njima nakon što ih nastavnik iskomentariše i oceni. Gotovo svi domaći radovi ovog su tipa. Obrađuju se različiti žanrovi: argumentovanje stava, doživljaj umetničkog dela, izveštaj o događaju. Učenici dobijaju jasne i konkretne zadatke i pišu i razmatraju desetine radova tokom svake godine. Fokus je na tome da se jezički elementi poput organizacije teksta, izbora leksike, dužine i strukture rečenice - osveste i shvate kao blokovi koje biramo skladno svrsi i prirodi teksta. Drugu polovinu programa čine gramatika i književnost, ali i one uglavnom u funkciji kulture izražavanja. Obrađuju se one gramatičke kategorije koje su važne za jezik formalne komunikacije, a ne koriste se u svakodnevnoj - poput genitiva, konjunktiva ili participa prezenta. Cilj je da učenici praktično ovladaju ovim jezičkim sredstvima. Čita se jedno književno delo godišnje, najviše dva, ali se ide u dubinske diskusije po različitim dimenzijama, pišu tekstovi, usmeno referiše, pripremaju se posteri, odlazi na pozorišne predstave koje su na tom delu zasnovane (i onda o njima izveštava). Nemački jezik je obavezan deo mature, i polaže se upravo pisanjem teksta na zadatu temu u okviru određenog žanra, kojim se u praksi manifestuje vladanje odgovarajućim aspektima jezičke kulture.<br />
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Primarni cilj u njihovom pristupu obrazovanju su ona znanja u različitim naučnim oblastima koja su najdirektnije korisna u ličnom i profesionalnom životu. Teorijski sadržaji imaju tek sekundarnu ulogu. U nastavi maternjeg jezika, žrtvovano je teorijsko poznavanje gramatike, široko opšte obrazovanje u oblasti književnosti - radi postizanja praktičnog cilja: sposobnosti da se jezik uspešno koristi u formalnoj komunikaciji. Neću se baviti opravdanošću ovakvog pristupa - za temu ovog teksta važno je da se dobri rezultati na polju jezičke kulture postižu intenzivnim treningom, a ne nastavom zastarelih pogleda na gramatiku i obradom širokog zahvata u istoriju svetske i domaće književnosti.<br />
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Moj posao uključuje nastavu na austrijskom univerzitetu. Na kursevima osim studenata filoloških disciplina imam i one sa ekonomije, medicine, biologije, sporta, koji moje predmete slušaju kao izborne. Svi moji studenti položili su maturu, jer je to u Austriji uslov za univerzitet. Rezultati njihovog obrazovnog sistema su vrlo očigledni. Domaći, seminarski, diplomski radovi koje dobijem smisleno su organizovani, jasno napisani, formulacije su primerene sadržaju. Pre Austrije, deset godina sam predavao na univerzitetu u Srbiji. Po nivou kulture izražavanja, austrijski student sporta primetno je iznad studenta srpskog jezika i književnosti u Srbiji. Ovo naročito zabrinjava imajući na umu da se potonji priprema da veštine jezičke kulture ne samo primenjuje, već i prenosi drugima.<br />
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Ovo nikako ne znači da mi imamo gore studente ili nastavnike nego neka druga zemlja. Studenti i nastavnici su proizvod stanja duha, i konkretnije - institucija koje ih obrazuju. Srž problema je u tome da, uz mali broj izuzetaka, upravo univerzitetski profesori srpskog jezika, pogotovu oni u oblasti jezičke kulture, nemaju ni teorijsko znanje ni praktične veštine i iskustva u ovoj oblasti. O tome svedoče sadržaj i kvalitet njihovih naučnih i stručnih publikacija, svedoče silabusi metodičkih kurseva na studijama srpskog jezika i književnosti, osnovno- i srednjoškolski nastavni planovi i programi za srpski jezik i književnost, rezultati naših učenika na standardizovanim testiranjima. Svi koji smo studirali srpski jezik i književnost znamo da na ovim studijama jezička kultura - koja treba da bude najpraktičniji i najkonkretniji segment filologije jednog jezika - ima status daleke i apstraktne ideje, ideološkog konstrukta koji je predmet brojnih floskula i poneke knjige, ali kome nema mesta u materijalnoj stvarnosti. Status nekakvog jednoroga o kome su napisani brojni uzvišeni stihovi, ali koga niko nije video ili dodirnuo. Ona se ne vezuje za konkretne osobine dobro i primereno upotrebljenog jezika i postupke kojima on nastaje - već za vrtlog nejasnih slika i predstava, smesu gramatičkih termina, izanđalih fraza i istorijskih retrospektiva. Tako se već tokom studija budući nastavnici asimiluju jednoj kulturi koja nastavu jezičke kulture shvata kao laž u kojoj svi učestvujemo. Čitav obrazovni sistem žrtva je te oktroisane laži.<br />
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U nastavnim planovima i programima srpskog jezika i kniževnosti - u čijoj izradi učestvuju upravo stručnjaci za metodiku i jezičku kulturu - jezička kultura kao oblast, odnosno kao naslov, zauzima marginalno mesto. Da stvari budu još mnogo gore - ono što pod tim naslovom stoji uglavnom ne spada u korisne veštine i znanja koja će učenike osposobiti da uspešno koriste jezik u profesionalnom i privatnom životu. Jedna od nastavnih jedinica u oblasti jezičke kulture u aktuelnom programu glasi "Akcenat, reči, grupe reči, rečenice (smisaonice)". Druga je "Kazivanje i recitovanje napamet naučenih književnoumetničkih tekstova". Ne treba biti ekspert niti izrazito empatična osoba da nas ophrva stid dok ovo čitamo.<br />
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A kada se planovi i programi pretoče u realnost, onda i taj marginalni udeo sadržaja nazvanog jezičkom kulturom nestane. Nastava se svede na lektiru i poneki čas gramatike. Pismeni radovi koji bi trebalo da predstavljaju proveru napretka u oblasti jezičke kulture - pišu se u magli žanrovski nedefinisanog teksta i bez jasno predviđenih zadataka i ciljeva ili sa zadacima i ciljevima koji nemaju neposredne veze sa osnovnim elementima jezičke kulture.<br />
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Nije preterano reći da jezička kultura u srbističkoj nastavi, kao ni u nauci - ne postoji. Proširenjem ovakve nastave i na univerzitet ne može se postići ništa: malo više ničeg ostaje ništa. Osim što će oni koji su zaslužni za to što naša deca ne dobijaju odgovarajući trening u upotrebi jezika biti nagrađeni novim radnim mestima i time dobiti dodatni motiv da održe <i>status quo.</i> Jer ako bi osnovne i srednje škole počele da daju potrebno obrazovanje, sve te katedre srbistike na mašinskim, veterinarskim, šumarskim fakultetima bi ponovo postale nepotrebne.<br />
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Problem se može rešavati samo sistemski. Univerziteti najpre treba da proizvedu ili privuku i za profesore metodike i jezičke kulture postave stvarne eksperte u ovoj oblasti - i na učiteljskim fakultetima, i na srbističkim programima studija (privremeno rešenje do stasavanja sopstvenog kadra mogle bi biti kolege sa stranih filologija, na kojima se stvarnoj jezičkoj kulturi pridaje značajna pažnja). Oni bi trebalo da reformišu nastavne planove i programe u osnovnim i srednjim školama tako da jezička kultura koja to zaista jeste dođe na centralno mesto, i da obezbede da se ti planovi i programi u nastavi realizuju. Za ovo je pak potrebno nastavnom osoblju u oblasti srpskog jezika i književnosti ponuditi obuku u oblasti nastave jezičke kulture i osigurati da matura po novom sistemu uključi jasna očekivanja u oblasti jezičkog izražavanja.<br />
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U tom sistemskom rešavanju, važno je i raskrstiti sa mistifikacijama i nenaučnim pogledima na standardni jezik. Nastavnicima i učenicima se mora pomoći da uvide da standardni jezik nije stvar odluke nekakvih autoriteta, već prirodno nastali varijetet koji se vezuje za društvene domene sa obeležjem prestiža (politika, veliki mediji, visoka administracija, nauka) i stoga i sam dobija prestižni status. Takvim statusom on svojim uspešnim korisnicima donosi prednost u društvenim odnosima, te je u interesu svih da ga što bolje savladaju. Ali stvar je ličnog izbora i identiteta svakog građanina u kojoj će meri to učiniti, i da li će zatim realizovati tu korist - ili će je se pak odreći iz bilo kog od mogućih motiva: lojalnosti lokalnoj zajednici, slikovitosti, originalnosti, nepristajanja na društvene odnose prestiža, štedljivosti prema kognitivnim resursima.<br />
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Uvođenje ozbiljnog naučnog i nastavnog pristupa jezičkoj kulturi je težak, zahtevan zadatak, koji će nesumnjivo naići na mnogo otpora na različitim nivoima. Samozvani eksperti za jezičku kulturu, negovaoci sadašnjeg prazno-retoričkog pristupa ovoj disciplini, neće se dobrovoljno pomeriti sa svojih mesta. Nastavnici srpskog jezika i književnosti neće lako promeniti duboko uvreženo pogrešno razumevanje jezičke kulture i usvojiti nove veštine i znanja. Izrada novih planova i programa, novih nastavnih materijala, tražiće mnogo rada i neće proteći brzo. Ali dobit, i za pojedinca, i za zajednicu - vredna je svakog rizika i svakog napora, a svaki dan odlaganja nosi ogromnu cenu.</div>
Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com4tag:blogger.com,1999:blog-9218788430542765012.post-82007784904425856772018-06-22T09:38:00.001+02:002018-06-22T11:36:20.907+02:00Parabola jednog razvoda<div dir="ltr" style="text-align: left;" trbidi="on">
Ona živela kod njenih - bogata porodica, uticajna, moderna - ali mnogo dece, unuka, svako traži svoje i slabo ko dobija šta. On imao malu kuću na periferiji. Malo-malo, obijena, opljačkana, onda dođe policija pa pohara što je ostalo. Sreli se na romantičnom trgu: 'vidi, ona zabacuje kosu isto kao ja', 'vidi, ima oblik obrva isti kao ja'.<br />
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- Bi li ti napustila svoje i pošla sa mnom?<br />
- Bi li ti mene gledao kao sebi jednaku, da zajedno gradimo domaćinstvo?<br />
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Ona je dobila u miraz neku kuću u Kajkavskoj, ali i to je bilo ka obodu mesta.<br />
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- Prodaj je, srušićemo i ovu moju. Imam plac u centru. U mojoj su kući zdrave cigle i kamen, na placu su stari hrastovi - poseći ćemo, biće materijala, napravićemo vilu. Biće to kuća za nas, za sve naše ljude, za svu našu decu.<br />
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Sve tako i bude. Njena kuća prodata, hrastovi izdeljani u grede, cigle i kamen preneti, vila prva posle carske. Svega preliva. I kako to biva - krenu razmirice.<br />
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- Ne mogu ja među ovim tvojim ciglama, gušim se, dodala bih nešto iz moje ulice.<br />
- Ugradi, ali neće držati, ove su cigle odlične, to je još moj deda pekao.<br />
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Dozida ona terasu gredama iz svog kraja. Ne uklapa se. Niko je ne koristi. Propada.<br />
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- Daj da se dogovorimo. Da rekonstruišemo kuću - pola da bude od mog, pola od tvog materijala.<br />
- Ajde idemo redom: čiji materijal za temelj?<br />
- Neka bude tvoj - ne bi ni ona da se odrekne zdravih hrastovih greda.<br />
- Noseća konstrukcija?<br />
- Tvoja.<br />
- Cigle?<br />
- Zapadno krilo moja, istočno tvoja.<br />
- Nameštaj?<br />
- Opet pola-pola.<br />
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Završe kuću, u istočnom krilu dnevna soba, kuhinja, trpezarija. U zapadnom spavaća i radna. Petoro dece - jednom soba u zapadnom, ostalima u istočnom krilu. Istočno krilo buja od života, zapadno živi, ali tiše.<br />
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- Nismo se ovako dogovorili, opet se svodi na tvoje. Da se delimo!<br />
- Zašto da se delimo, jedna je kuća, nije nikome loše - ionako je kuća na mom placu, a moji su i temelj i konstrukcija.<br />
- Jel na tvom placu? E pa neka je na tvom placu, ali nikad više jedna kuća neće biti.<br />
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Razvod. Na sudu - zapadno krilo njoj, istočno njemu.<br />
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Ona se rastrčala po gradu, i svima objašnjava kako je istočno krilo odvojena kuća. Kako je uvek odvojena i bila, kako je pola placa oduvek pripadalo njoj, pre nego što se on i doselio u mesto. Zazidava prozore, dodaje terase, zastakljuje ih, farba krilo u drečave boje, i govori: evo, posebna kuća, zar ne vidite.<br />
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On ne izlazi iz kafane. Što zaradi propije. Tuče, pevaljke, više i ne radi, samo se busa u prsa: na mom placu, pola moje kuće! Uvek sam to znao. Samo je to od mene i htela, da mi uzme kuću. Da, kuću, htela bi ona celu. Al se namerila na junaka. Napisao pesmu: <i>Sačuvajmo moju kuću</i>! Naslikao sliku <i>Negujmo moju kuću</i>.<br />
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- U mojoj kući živiš, ti to znaš, ne propusti da vikne kad god je vidi.<br />
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Ona se vratila u visoko društvo, ali nisu dugo imali strpljenja za njene priče o kući. On bi da se druži sa žestokim momcima, ali mu oni samo lupaju šamare i piju na njegov račun.<br />
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Vide se ponekad na bunaru. Ali pre nego što zaiskri oko, zadrhti usna, natoče vodu, brzo se okrenu i odu.</div>
Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com1tag:blogger.com,1999:blog-9218788430542765012.post-78945387115523093532018-05-29T15:56:00.000+02:002018-05-29T23:12:30.333+02:00Do aliens speak Similarlish or Differentlish?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "georgia" , "times new roman" , serif;">The community of linguists felt proud for the attention it got with the appearance of the movie <a href="https://www.imdb.com/title/tt2543164/" target="_blank">Arrival</a>. Its plot involves linguists helping to establish communication with aliens, by managing to analyze and decode the language that the aliens use. The tasks involved are based on a variation on the theme of the <a href="http://www.oxfordreference.com/view/10.1093/oi/authority.20110803100107524" target="_blank">linguistic relativism</a> and on actual experiences of field linguists. It turns out that alien language is quite different, but the distance between the alien language and human languages is not of a different order than the distance between human languages can be. Surprising as this may be, in a recent <a href="http://isdc2018.nss.org/" target="_blank">conference</a>, Noam Chomsky and Jeffrey Watumull went even further, <a href="https://www.cnet.com/google-amp/news/alien-languages-might-not-be-that-different-from-humans-says-noam-chomsky/" target="_blank">saying</a>: "To put it whimsically, the Martian language might not be so different from human language after all" - implying that the similarities are expected to be even greater. </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;">Weirdly, but not unexpectedly, this has led to a new round of all the same discussions between those linguists</span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"> </span><span style="font-family: "georgia" , "times new roman" , serif;">in whose rough estimation what's universal in language is much more than what varies and those in whose rough estimation what varies is much more than what's universal</span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">. </span><span style="font-family: Georgia, Times New Roman, serif;">One camp was all in favor of Chomsky and Watumull's view, and the other was outraged - because even human languages are not significantly similar to each other, so an alien language should also be very different. Both camps involve an assumption of commensurability: that the alien language is nearly as similar to human languages as human languages are to each other, i.e. that it is nearly as different from them as they are from each other.</span></span></div>
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Let me try to give several reasons why it is actually very unlikely that alien languages, if they exist, are comparable to ours, or even that aliens, if they exist, have a property that can be singled out and vaguely described as language.</span><br />
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: small;">First degree: hardware limitations</span></h3>
<span style="font-family: "proxima nova" , , , "helvetica" , "arial" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif;">Human language is severely delimited by the media through which it is produced and transmitted. There are limitations of sound, limitations of our vocal tract, limitations of our auditory apparatus, which for instance do not allow language to go multi-channel with an equal distribution of information across channels, or which exclude the option of choral interaction, where a large group speaks and hears different content simultaneously, possibly also retrieving, updating and mutually relating different knowledge representations at the same time.</span></span><br />
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<span style="font-family: "proxima nova" , , , "helvetica" , "arial" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif;">Another limitation comes from our cognitive processing capacities. Just to illustrate their limitations, we can think of a language in which we can use pronouns even for referents we mentioned last year without causing confusion, we can have an information-archiving mechanism (an extreme case of polysynthesis) that collapses complex sentences into strings of only several short morphemes, and we could mutually cross structural dependencies in an unbounded fashion (thanks to Gisbert Fanselow for this point).</span></span><br />
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<span style="font-family: "proxima nova" , , , "helvetica" , "arial" , sans-serif;">This mismatch can go as far as there being aliens who can scan, read, compare and mutually update other subjects' brains, or rather minds to stay safe from anthropocentricity. And, further, save new mind-images in other individuals next to or instead of the existing ones. They could be able to highlight a segment of an image that they recommend for being scanned and retrieved (in one step, not via smaller units). Even just very weak versions of this option yield the notion of language obsolete and inapplicable.</span></span><br />
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<span style="font-family: "proxima nova" , , , "helvetica" , "arial" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif; font-size: small;">Second degree: software limitations</span></span></h3>
<span style="font-family: "georgia" , "times new roman" , serif;">Numerous open philosophical questions show the limitations of the type of logic and of rationality that humans have. We do not know if our logic is able to see the elephant, or it may only ever access its ear. We do not know if time is yet another dimension of space or there is something special to it. Consequently, we do not know if our unidirectional movement through time is a limitation of nature, or of our own species. And communication is a notion that fully builds on the unidirectional experience of time. We do not know if <a href="https://plato.stanford.edu/entries/possible-worlds/#Abstractionism" target="_blank">all the possible worlds apart from ours are just ideas</a>, or <a href="https://plato.stanford.edu/entries/possible-worlds/#Concretism" target="_blank">they are all real</a>, and what are, if any, the constraints that all worlds obey. Therefore we also do not know what kinds of information there can be, and how it can be exchanged.</span><br />
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What guarantees that aliens do not command a logic that allows them to 'walk' back and forth in time? That they do not operate completely different logics, or even minds not based on any logic but for instance on holistic images of the world or on something that we are not able to think? That they do not reside in more than one different world at a time, and may communicate between worlds? That they do not manifest immediate influence over worlds and events, rather than in terms of indirect causation and prediction? That they are driven by similar instincts such as identities, the imperative of survival, pleasant vs. unpleasant sensations, reproduction and devotion to the offspring, solidarity, greed? All these are preconditions for communication the way we think of it and the way it is thought in the movie. What guarantees that aliens would be able to conceive our idea of communication, let alone to try to engage in it, to understand our concepts necessary for it to take place?</span><br />
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We linguists</span></h3>
<span style="font-family: "georgia" , "times new roman" , serif;">All in all, the range of possibilities, and the levels of probabilities of each of them, are such that it makes no sense to try to explore the imaginable and unimaginable scenarios. It is not impossible that aliens speak a language within, or not far outside the range exhibited by human languages, but the probability that it is so is likely closer to the probability that they happen to speak a language which indeed is spoken by humans too, for instance - English (a rather improbable scenario), than to the probability that they do not have any homologue of language, or that they have it, but it shares very little with human language (which is actually a class of infinitely many concrete scenarios of the of the kind of aliens speaking English). </span><br />
<span style="font-family: "georgia" , "times new roman" , serif;">Even our immediate neighboring animal species do not have a language minimally different from ours - the communication they engage in is quite different from ours. Yet, we expect that aliens will come to our planet (even just assuming that they travel in space, and choose destinations is problematic), and talk to us in, mutatis mutandis, yet another human language. And all that ends up serving just as absurd ammunition for the fight who's right - those who start from the assumption that each language is a separate phenomenon, or those who start from the assumptions that all languages are underlyingly the same. Even if they share the ultimate goal of meeting halfway at some point.</span></div>
Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-76863043757981245572018-03-26T16:35:00.000+02:002018-03-26T16:35:42.661+02:00Osveta je slepa<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Georgia, Times New Roman, serif;">Grupa koja se predstavlja kao <span style="background-color: white; color: #333333;">Odbor za standardizaciju srpskog jezika ponovo ujeda. <a href="http://www.novosti.rs/vesti/naslovna/drustvo/aktuelno.290.html:715922-Moze-li-master-crnogorskog-za-doktora-srpskog" target="_blank">Ovog puta</a> krivi su im Univerzitet, i naročito Filozofski fakultet u Novom Sadu, te država i pogotovu Ministarstvo obrazovanja, jer su omogućili da student koji je bodove i ocene potrebne za upis osvojio na osnovnim i master studijama crnogorskog jezika bude upisan na program Doktorskih studija jezika i književnosti, sa mogućnošću da doktorira u užoj naučnoj oblasti srpskog jezika.</span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i>Zakon</i></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Najmerodavnija u ovom slučaju je pravna regulativa. Član 100, stav 8 Zakona o visokom obrazovanju kaže:</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">"Na studije drugog i trećeg stepena kandidat se upisuje pod uslovima, na
način i po postupku utvrđenom opštim aktom i konkursom samostalne visokoškolske
ustanove." </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Član 6 Pravilnika o doktorskin studijama Filozofskog fakulteta u Novom Sadu ovako određuje te uslove: </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">"U prvu godinu doktorskih studija može se upisati lice koje ima: 1. završene odgovarujuće osnovne i odgovarujuće master akademske studije sa najmanje 300 ESPB bodova i prosečnu ocenu najmanje 8,00 upisanu i u diplomi osnovnih akademskih i diplomi master akademskih studija."</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Ni reči o karakteru i programu studija na kojima je osvojeno 300 ESPB sa prosečnom ocenom 8 ili višom.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">O oblastima se govori u članu 7, koji određuje mogućnost studenta da promeni studijski program u toku doktorskih studija, pa bi se iz njega moglo iščitati nešto o tretmanu studijskih programa:</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">"Student doktorskih studija može na lični zahtev da pređe, u okviru iste ili srodne naučne oblasti, na drugi studijski program, koji realizuje Fakultet u okviru iste ili srodne naučne oblasti... </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Srodne naučne oblasti iz stava 1 ovog člana za studijski program Jezik i književnost su: Srpski jezik, Srpska književnost, Komparativna književnost, Engleski jezik i/ili književnost, Francuski jezik i/ili književnost, Nemački jezik i/ili književnost, Ruski jezik i/ili književnost, Mađarski jezik i /ili književnost, Slovački jezik i/ili književnost, Rumunski jezik i/ili književnost, Rusinski jezik i/ili književnost."</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Pravilnik, dakle, ne vidi prepreku da neko sa programa studija nemačkog ili francuskog pređe na program srpskog jezika. Razlika između dva različita jezika tu ne može biti manja od razlike između dva imena jednog istog jezika - što je realno razlika između srpskog i crnogorskog. Bar pravno ne bi mogla biti.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Mogućnost upisa na program Doktorskih studija jezika i književnosti u oblasti srpskog jezika i književnosti na Filozofskom fakultetu Univerziteta u Novom Sadu je pravo svakog mastera crnogorskog jezika sa prosečnom ocenom većom od osam. Onaj ko se ovome protivi zalaže se za uskraćivanje jednom građaninu njegovog zakonski garantovanog prava.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i>Stavovi Odbora</i></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Grupa koja sebe naziva <span style="background-color: white; color: #333333;">Odbor za standardizaciju srpskog jezika vrlo glasno zagovara stav da je ono što se u naziva crnogorskim jezikom potpuno isto što i ono što se naziva srpskim. <a href="http://www.021.rs/story/Info/Srbija/177908/Crnogorski-jezik-je-zapravo-srpski-jezik-sa-karakteristikama.html" target="_blank">Rečima iste osobe</a> koja u ime ove grupe govori o upisu na doktorske studije:</span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="background-color: white; box-sizing: border-box; color: #282828;">"</span><em style="background-color: white; box-sizing: border-box; color: #282828;">U Crnoj Gori nema nikakvih lingvističkih, pa ni sociolingvističkih osnova da se govori o posebnom jeziku - crnogorskom, i tvrdim da oni koji se zalažu za crnogorski jezik nikada neće progovoriti crnogorskim jezikom. To će uvek biti srpski jezik sa izvesnim karakteristikama. Ne prave se jezici tako lako i etiketa ne menja ništa"</em></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Crnogorski jezik je tako etiketa istog artikla za koji drugi koriste naziv srpski jezik. Master crnogorskog jezika je po suštini stvari master srpskog jezika. Šta je prepreka da neko sa ovom titulom bude primljen na doktorske studije jezika i književnosti, u oblasti srpskog jezika?</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i>Iskustva iskusnijih</i></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Iako se na Balkanu uzima zdravo za gotovo da svaki naredni stepen studija treba da se fokusira na užu oblast unutar one na koju je prethodni stepen bio usmeren (na primer: studije prava kao osnovne, master studije iz međunarodnog prava, doktorske iz ratnog i humanitarnog prava) - ne postoji nikakav razlog da se ovakav sled postavi kao formalno ograničenje. Ogroman je broj vodećih svetskih naučnika koji su svoju izvornu oblast menjali sasvim raznorodnom drugom oblašću. Tri godine sam i sam radio na lingvističkom projektu čiji je rukovodilac Michiel van Lambalgen, semantičar međunarodne reputacije, koji je doktorirao u oblasti kvantne fizike.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Na univerzitetima čiji se doktorski programi smatraju najboljim u svetu ne postoje nikakva tematska ograničenja za upis na doktorske studije. Čak je moguće upisati ih i bez prethodno stečene master diplome - ako kandidat uveri odgovarajuća tela da je spreman za doktorske studije. Na naslovnoj strani MIT-evog doktorskog programa iz lingvistike, verovatno najjačeg doktorskog programa lingvistike u svetu, donedavno je stajalo da se ne preporučuje prijavljivanje kandidatima sa masterom iz lingvistike, a pogotovu se ohrabruju da se prijave budući doktoranti koji su studirali psihologiju ili matematiku. Neću ulaziti u razloge za ovakav pristup, samo ilustrujem kako vrhunski doktorski programi mogu da se nesmetano , i čak i bolje, provode sa kandidatima koji u datoj oblasti nemaju nikakvo formalno obrazovanje.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i>O čemu je reč?</i></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Na pitanje kako jedna grupa visoko obrazovanih ljudi sa iskustvom i u oblasti jezika i u oblasti visokog obrazvanja, kakvo god ime nosila, može da se zalaže za kršenje nečijih zakonskih prava, i to suprotno sopstvenim eksplicitno iznesenim stavovima - neću ni pokušati da odgovorim. To je samo jedan od paradoksa društva rasturenog sistema vrednosti. Ponudiću samo objašnjenje zašto. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Grupa koja sebe naziva <span style="background-color: white; color: #333333;">Odbor za standardizaciju srpskog jezika nema lingvističke ciljeve. Njeni su ciljevi isključivo usko interesni, politički i ideološki. U ovom konkretnom slučaju, njena misija je da se osveti pristalicama isto tako usko interesne, političke i ideološke ideje o posebnom crnogorskom jeziku, tako što će nekom ko se sticajem okolnosti o nju očešao uskratiti pravo na školovanje. U širem kontekstu, njen cilj je da se uspostavi kao jedna od vodećih grupa u formulisanju osnovnih teza srpskog nacionalističkog fronta, i u njihovom ostvarivanju. Iz istih razloga iz kojih se neko bez potrebne diplome pridruži navijačkim grupama Zvezde, Partizana ili Rada - jer država i stanje u društvu taj front čine izvorom brojnih i obilnih dobiti i privilegija.</span></span></div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-81269820536310068982018-01-28T02:15:00.000+01:002019-06-07T06:56:44.610+02:00Srpski će svi studirati<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #444444;">Poznato je da nefunkcionalne zajednice obično lečeći problem tamo gde mu nije žarište samo uvećaju njegove razmere. Problem korumpiranog sudstva kod koga krivac često ostane nekažnjen, rešava se oštrijim kaznama. Oštrije kazne motivišu kriminalca da više novca i rizičniju pretnju upotrebi kako bi kaznu izbegao. Na kraju veći broj krivaca ostane nekažnjen.</span></div>
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<span style="color: #444444;">Potpuno analognu reakciju ovih dana pokazuje zajednica ljudi koji sebe nazivaju srbistima, osim što je njena disfunkcionalnost još mnogo dublja. <a href="http://www.novosti.rs/%D0%B2%D0%B5%D1%81%D1%82%D0%B8/%D0%BD%D0%B0%D1%81%D0%BB%D0%BE%D0%B2%D0%BD%D0%B0/%D0%B4%D1%80%D1%83%D1%88%D1%82%D0%B2%D0%BE.395.html:708026-%D0%9F%D0%A0%D0%95%D0%94%D0%9B%D0%9E%D0%93-%D0%9E%D0%94%D0%91%D0%9E%D0%A0%D0%90-%D0%97%D0%90-%D0%A1%D0%A2%D0%90%D0%9D%D0%94%D0%90%D0%A0%D0%94%D0%98%D0%97%D0%90%D0%A6%D0%98%D0%88%D0%A3-%D0%A1%D1%80%D0%BF%D1%81%D0%BA%D0%B8-%D1%83%D0%B2%D0%B5%D1%81%D1%82%D0%B8-%D0%B8-%D0%BD%D0%B0-%D1%84%D0%B0%D0%BA%D1%83%D0%BB%D1%82%D0%B5%D1%82%D0%B5-%D0%B4%D0%B0-%D0%BE%D0%BF%D0%B8%D1%81%D0%BC%D0%B5%D0%BD%D0%B8%D0%BC%D0%BE-%D0%B2%D0%B8%D1%81%D0%BE%D0%BA%D0%BE%D0%BE%D0%B1%D1%80%D0%B0%D0%B7%D0%BE%D0%B2%D0%B0%D0%BD%D0%B5">Novosti obaveštavaju</a> da "Odbor za standardizaciju srpskog jezika, koji godinama upozorava na zapuštenost i ugroženost srpskog jezika i ćirilice, već neko vreme predlaže uvođenje srpskog jezika na sve fakultete". Navode se reči Srete Tanasića, predsednika Odbora za standardizaciju srpskog jezika o ljudima koji steknu visoko obrazovanje: "Kada odu iz srednje škole, u kojoj srpski jezik nije dovoljno zastupljen, oni se više ne susreću sa učenjem srpskog jezika i o srpskom jeziku. Zato vrlo loše pišu dokumente iz domena svoga poslovanja i ne znaju da je u Srbiji službeno pismo ćirilica." Eto odlične prilike da se od srca nasmejemo, ali i da se prepoznaju dve osnovne karakteristike grupe ljudi koja govori u ime zajednice srbista: neznanje i glad za političkom i finansijskom moći. </span></div>
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<span style="color: #444444;">Paušalna procena iz fotelje, bez ikakvog istraživanja, ili bar sistematičnog uvida, da vosokoobrazovani ljudi "vrlo loše pišu dokumente iz domena svoga poslovanja" ravna je oceni jednog astronoma da se komete vrlo loše kreću među zvezdama i galaksijama. Čak i apsurdnija, jer da recimo jedna privatna firma prepozna da ima problema sa nekim dokumentima - prva bi se obratila Odboru, ili nekom zaista stručnom, za pomoć. Dokumenti o kojima je reč imaju svoju svrhu. I radnik i poslodavac brinu se da ta svrha bude ispunjena na najbolji mogući način. Da li su pritom ispunjeni zahtevi Odbora za standardizaciju važno je koliko i da li su zadovoljeni vizuelni kriterijumi Udruženja likovnih umetnika Srbije. </span></div>
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<b><span style="color: #660000;">Naivna nauka, sramotno neznanje</span></b><br />
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<span style="color: #444444;">Antropologija poznaje pojavu koja se obično naziva narodna, folklorna ili naivna nauka. To je skup verovanja o svetu koja ne odgovaraju realnim činjenicama, a nastaju u susretu načina kako naš um poima svet i našeg ograničenog uvida u činjenice vezane za samu pojavu. Na primer, ljudi naivno vakuum doživljavaju kao prostor koji usisava, dok je to zapravo prazan prostor u koji, pod atmosferskim ili drugim pritiskom, nadire gas ili tečnost iz okruženja. Vakuum NE USISAVA. Razlog za pogrešnu predstavu je da naš um prostor ispunjen vazduhom percipira kao prazan prostor, a atmosferski pritisak kao nulti pritisak - usled bezbojnosti i niske gustine vazduha te izostanka iskustva o značajno nižem pritisku od atmosferskog.</span></div>
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<span style="color: #444444;">Slično tome, postoji narodna ili naivna lingvistika, u koju ulaze verovanja o jeziku koja deli većina ljudi, a za koja postoji jasno naučno saznanje da su pogrešna. Na primer, takva je predstava da je jezik pronalazak: da je neko nekad izmislio jezik, i da su nakon toga razni narodi izmišljali i razvijali svoje jezike. Deca često veruju da je naš jezik smislio Sveti Sava, ili Vuk Karadžić, odraslima ostane neka nejasna ideja o "mudrim glavama" koje su nekada davno odredile pravila našeg jezika. Ta pravila onda deca uče, prvo u porodici, a zatim u školi, a onaj ko u školi ne nauči pravila svog jezika - imaće nepotpuno poznavanje svog jezika i pogrešno će ga koristiti.</span><br />
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<img height="320" src="https://s3.amazonaws.com/lowres.cartoonstock.com/history-prehistory-cavemen-neanderthal-evolution-evolutionary_linguistics-bwhn349_low.jpg" style="color: #444444;" width="266" /><img height="320" src="https://www.cartoonistgroup.com/properties/bizarro/art_images/cg4bb0e3c14437d0.jpg" style="color: #444444;" width="254" /></div>
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<span style="color: #444444;">Jezik je prirodna pojava, koja spontano nastaje u ljudskoj zajednici. Do te mere da svi jezici sveta <a href="https://www.uio.no/studier/emner/hf/ikos/EXFAC03-AAS/h05/larestoff/linguistics/Chapter%203.(H05).pdf" target="_blank">dele značajan broj zajedničkih osobina</a>, osnovnu zajedničku strukturu, nezavisno da li su realizovani glasom ili pokretom poput jezika gluvih. I do te mere da i u zajednici koja nije nasledila jezik, čiji članovi nisu imali kontakta ni sa jednim jezikom - </span><a href="https://www.youtube.com/watch?v=pjtioIFuNf8">spontano nastaje novi jezik koji deli osobine drugih prirodnih jezika</a><span style="color: #444444;">. Pokušaji da se planirano utiče na jezik jedne zajednice mogu imati samo marginalne efekte, i ti efekti će trajati vrlo kratko: kao što je trajala ekavica u Republici Srpskoj devedesetih, i kao što traju novogovorske reči u Hrvatskoj. Iako obrazovanje, pogotovu čitanje književnih dela, može pomoći da neko unapredi svoj stil, usvajanje jezika u punom kapacitetu i njegova upotreba dešavaju se bez svesnog napora i nezavisno od obrazovanja. Evo vrlo jednostavnog dokaza. Jezik Vukovih pevača smatra se savršenim primerom našeg jezika, a ne samo što su gotovo svi Vukovi pevači bili nepismeni i bez i dana obrazovanja, nego u vreme kada su pevali jezik kojim su pevali nije ni imao nikakav opis, nikakvu normu, niti se učio u školi. Marko Miljanov je u svojoj četrdesetoj godini počeo da uči da čita i piše - a njegov je tekst primer prefinjenog jezika.</span></div>
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<span style="color: #444444;">Naivna slika jezika kao izuma, kao svesnog proizvoda, duboko je odomaćena kod većine takozvanih srbista, i ona se, recimo, projavljuje kada govore o zapuštenosti jezika. Zapušteno može biti dete, ili vrt, nešto čije postojanje u potpunosti zavisi od tuđe brige. Dete za koje se niko ne stara će propasti na jedan ili drugi način, a vrt koji niko ne održava neće biti vrt već šuma ili šikara. Šta biva sa jezikom o kome se niko ne stara? Više-manje isto što i kada se o njemu stara neko razuman. Najgore je pak kada neko u bazičnom sukobu sa zdravim razumom utuvi sebi u glavu da on treba da se brine o jeziku.</span></div>
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<span style="color: #444444;">Šta znači da je ćirilica zapuštena i da ljudi koji pišu dokumente u okviru svoje struke ne znaju da je ćirilica službeno pismo? Da je zapuštena - to može da znači da nije prilagođavana tehnološkim zahtevima novog doba. Na primer, da nisu razvijani kompjuterski fontovi ili automatski transkriptori između latinice i ćirilice. Ako je ovo istina, a uglavnom nije, za to krivicu snose upravo srbisti, i naročito Odbor za standardizaciju koji je samozvano preuzeo odgovornost za brigu o srpskom jeziku. I to nema nikakve veze sa pukim korisnicima te ćirilice. A da ljudi ne znaju da je ćirilica službeno pismo je samo naivno-diplomatski način da se implicira da, kako je ćirilica službeno pismo, to ljudi koji na primer rade za neku firmu i za nju pišu dokumentaciju - treba tu službenu dokumentaciju da pišu ćirilicom. Ovo pokazuje da ustvari sami srbisti ne znaju kakav je status ćirilice u Srbiji, ni kakvo je značenje prideva služben u jednom i u drugom kontekstu. Ona je službeno pismo, što znači da se sva državna dokumentacija na srpskom jeziku piše i štampa ćirilicom. Upotreba u službi, na poslu je nešto drugo. Ta upotreba, kao ni privatna, ni bilo koja treća - ovim nisu obuhvaćene. Kojim će pismom programer pisati dokumentaciju za kod koji je izradio, kojim će pismom računovođa napisati platni spisak - njihov je lični izbor, ili izbor firme za koju rade.</span></div>
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<span style="color: #444444;">Tanasić izjavljuje još da se "svi trudimo da besprekorno vladamo engleskim jezikom, kao da ćemo prevoditi za engleski dvor, voditi moćne svetske kompanije, a niko se ne pita zašto je potrebno poznavati i srpski standardni jezik i njime se služiti u svim vidovima javnog života". Ovde treba posebno razmotriti ono što je izrečeno, a posebno pozadinu koju podrazumeva. Pozadina je već navedeni sud o ugroženosti srpskog jezika. Ono što ga ugrožava - jeste engleski jezik. Građani Srbije više pažnje posvećuju engleskom nego maternjem jeziku, i teže da imaju doteraniji engleski nego srpski jezik. Kad ovo ne bi bilo očigledna neistina, prosečni građanin Srbije bi govorio i pisao engleski jezik bolje nego svoj maternji. Ovo bi bila neobična, ali jako dobra stvar - s obzirom na to da je poznavanje maternjeg jezika najviši nivo poznavanja koji se može osvojiti. Tada bi, dakle, prosečni građanin Srbije dva jezika govorio na maternjem nivou.</span></div>
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<span style="color: #444444;">Ali ključna reč u ovom citatu je reč 'standardni'. Nije pitanje kako ćemo poznavati srpski jezik, kako ćemo dobro vladati njime, kakav ćemo imati stil - pitanje je šta znamo o standardnom srpskom jeziku. I to ne standardnom srpskom jeziku koji se spontano uspostavlja i razvija u svakom domenu karakterističnom za upotrebu standardnog jezika, nego o onome što srbisti podrazumevaju pod standardnim jezikom: skupu nasilnih intervencija u jeziku zasnovanih na naivnoj lingvistici, koje sami ti srbisti formulišu i zatim propagiraju. I nije čak ni pitanje da li ćemo takav standard koristiti tamo gde se standardni jezik normalno koristi - već da li ćemo ga koristiti "u svim vidovima javnog života". Ne može voditelj emisije namenjene adolescentima da koristi sleng, i ne može pacijent sa juga Srbije da se lekaru obrati na onome što je on usvojio kao standard, i što ima sav funkcionalni kapacitet - moraju da govore ono što Odbor nameće kao standard. Ovo je još jedan bukvalno monstruozan primer naivne lingvistike, ali i opasna, totalitarna ideja. Naivna lingvistika utoliko da svedoči o neznanju da različiti domeni upotrebe jezika zahtevaju različite registre - različite varijante, i da neki apsolutno ne trpe standardni jezik (i da i sam standadni jezik ima svoje registre od kojih neki ne trpe formalna školski nametnuta obeležja). Totalitarna utoliko što za cilj ima da svim ljudima u svim situacijama nametne jednu invarijantnu, uvek istu jezičku varijantu.</span></div>
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<span style="color: #444444;">Zanimljivo je da se samo za srpski jezik insistira na standardnom, dok je engleski prosto naveden kao engleski. I još zanimljivije kada se zna da se o tom engleskom jeziku ne brine niko - da ne postoji Odbor za standardizaciju engleskog jezika, te da se u engleskom jeziku standardnim jezicima smatraju svi oni koji se uspostave na nivou javne komunikacije, od australijskog i indijskog engleskog do međunarodnog, tinejdžerskog i naučnog engleskog jezika. Kakvu bi tek zapuštenost u njemu jedan srbista pronašao, da mu je stalo. Zgodno je za šalu, ali zastrašujuće je i poražavajuće pre svega da ljudi koji rade kao naučni istraživači ili univerzitetski profesori barataju tolikom količinom banalnih naivnonaučnih predstava o jeziku, pa i o stvarnosti, i da pokazuju nepoznavanje najosnovnijih pravnih akata koji se jezika tiču.</span></div>
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<b><span style="color: #660000; font-family: inherit;">... i nešto manje naivna zbunjenost</span></b><br />
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<span style="color: #444444;">Kao lek za 'problem' koji uočava, Odbor nudi uvođenje obaveznih kurseva srpskog jezika na sve fakultete. Ako je "učenje srpskog jezika i o srpskom jeziku" od takve važnosti za svakog od nas, zašto ga nametnuti tek na univerzitetu? Da li predsednik Odbora ne uviđa da bi tako građani koji ne steknu visoko obrazovanje bili 'oštećeni', i 'diskriminisani'? Ne prepoznaje li nelogičnost predloga: zar nije očigledno da bi predlog trebalo da bude povećati fond časova jezika u osnovnoj školi - na nivou obrazovanja koji je za sve obavezan? I ako uviđa i prepoznaje, ako mu je očigledno, zašto onda umesto toga predlaže obavezne kurseve na svim fakultetima?</span></div>
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<span style="color: #444444;">Iz istog razloga koji stoji iza cele kampanje u javnosti koja ne jenjava već decenijama: borbe za moć. Ako je posao naučnika da proučava svet onakav kakav jeste, njegova je moć jednaka stepenu uspešnosti i korisnosti njegovog istraživanja u društvenom kontekstu. Kada ste naučnik čiji su pogledi na nivou naivne nauke, nemate se čemu nadati. Ali ako naučnik, iskreno ili hinjeno naivni, sebe predstavi kao nekog ko formira jedan deo sveta, deo koji prožima živote svih ljudi, onda je njegova moć daleko veća. Ako za prirodnu pojavu uvede veštačke standarde, pojam ispravnog, ako elemente prirodnog i vrednosno neobojenog ponašanja proglasi neispravnim, i sebi pripiše autoritet da nečiji jezik diskvalifikuje kao nepravilan, te da ga nauči pravilnom jeziku. Ako proizvoljne osobine jezika proglasi za kritične za opstanak naroda, za njegov identitet, a sebe uspostavi kao autoritet koji može da pomogne da se te osobine sačuvaju - on je svoju moć drastično uvećao. </span></div>
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<span style="color: #444444;">Ako još uvede srpski jezik kao obavezan kurs na svim fakultetima, onda je sebi obezbedio masivan kontigent radnih mesta visoke vrednosti - mesta univerzitetskih profesora i asistenata srpskog jezika. Znajući kako se u Srbiji dobijaju takva mesta, u pitanju je kapital za trgovanje uslugama i uticajima čiju je vrednost nemoguće i zamisliti.</span></div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com3tag:blogger.com,1999:blog-9218788430542765012.post-90348957671879257022018-01-01T16:04:00.001+01:002018-01-02T15:38:24.887+01:00Kako brojati jezike?<div dir="ltr" style="text-align: left;" trbidi="on">
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Zagovornici stava da su bosanski, crnogorski, hrvatski i srpski četiri posebna jezika uglavnom svoju poziciju podupiru političkim i (pseudo)istorijskim argumentima. Jedini lingvistički argument za koji znam predmet je ovog teksta.</div>
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Taj argument se može sažeti na sledeći način. Govorni, živi jezik je uvek kontinuum, u njemu je nemoguće uspostaviti granice među jezicima. Kada bi se gledao živi jezik, jezik koji prirodno živi među govornicima, onda bi postojao samo jedan južnoslovenski jezik: ni bugarski, ni makedonski, ni slovenački ne bi bili posebni jezici, jer na južnoslovenskom govornom području ne postoje realne jezičke granice. Namesto živog jezika, osnov podele među jezicima i brojanja jezika moraju biti standardizovane varijante. A danas svaka od četiri države: Bosna i Hercegovina, Crna Gora, Hrvatska i Srbija, provode sopstvenu standardizaciju i time formiraju svoj posebni jezik.</div>
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Pretpostavka argumenta je da države i standardizacije, te standardizacije i jezici stoje u preslikavanju jedan na jedan. Ova pretpostavka ne samo da ničim nije podržana, nego je očigledno neistinita.</div>
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Dovoljno je pomisliti na nemački, sa austrijskom, nemačkom i švajcarskom standardizacijom, ili na korejski i japanski sa nekoliko važećih pisama. A ne moramo ići ako daleko. Ako se zaista svaka standardizacija računa kao poseban jezik, onda nije moguće govoriti o hrvatskom jeziku. Na teritoriji Hrvatske, u aktivnoj su upotrebi najmanje tri međusobno prilično različita pravopisa:<span style="font-family: inherit;"> <span style="background-color: white; color: #222222; text-align: left;"> </span><a href="https://hr.wikipedia.org/wiki/Hrvatski_%C5%A1kolski_pravopis" style="background: none rgb(255, 255, 255); color: #0b0080; text-align: left;" title="Hrvatski školski pravopis">Hrvatski školski p<span style="font-family: inherit;">ravopis</span></a><span style="background-color: white; color: #222222; text-align: left;"><span style="font-family: inherit;">, </span></span></span><span style="background: none rgb(255 , 255 , 255); font-family: inherit; text-align: left;"><a href="https://hr.wikipedia.org/wiki/Hrvatski_pravopis_Instituta_za_hrvatski_jezik_i_jezikoslovlje" style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0b0080;" title="">Hrvatski pravopis Instituta za hrvatski jezik i jezikoslovlje</a>, te NDHovski kor(i(j))enski pravopis koji i danas upotrebljavaju nostalgičari onoga vremena. Pravopis je jedan od osnovnih elemenata standardizacije. Tri pravopisa bi morala određivati tri različite standardizacije, pa prema logici argumenta o brojanju standardizacija - i tri različta jezika. Uz ova tri jezika, tu su i najmanje dva sa srpskom etničkom etiketom: onaj u Srbiji koji je isključivo ekavski i onaj izvan Srbije koji je ili samo ijekavski, ili i ijekavski i ekavski, te najmanje dva crnogorska - onaj sa mekim <i>s</i> i <i>z</i> i onaj bez.</span></div>
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<span style="background: none rgb(255 , 255 , 255); font-family: inherit; text-align: left;">Ako se svaka standardizacija računa kao poseban jezik, onda nije moguć ni istorijski kontinuitet jednog jezika. Jezik se u vemenu menja, i standardizovan jezik posle izvesnog perioda zahteva temeljne reforme da bi se standard zadržao dovoljno blizu živog jezika. Jezik pre i posle reforme različito su standardizovani, i prema tome predstavljaju različite jezike.</span></div>
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<span style="background: none rgb(255 , 255 , 255); font-family: inherit; text-align: left;">Argument brojanja standardizacija je neodrživ. Nije institucionalna intervencija ono što određuje jedan jezik, već njegova realna upotreba, stepen različitosti, odnosno sličnosti među relevantnom varijetetima. Ono što bosanski, crnogorski, hrvatski i srpski standardni jezik čini jednim jezikom jeste njihovo zasnivanje na istom organskom varijetetu: na novoštokavskim dijalektima koji se uz marginalnu varijaciju govore u sve četiri države. Sama standardizacija čini beznačajnu intervenciju na površini ogromne mase živog jezika uzetog kao osnova standardizacije.</span></div>
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<span style="background-color: white;">Razlog što se bugarski, makedonski i slovenački intuitivno odećaju kao posebni jezici nije u tome što su standardizovani nezavisno od srpskohrvatskog, ili što su standardizovani u posebnim državama, već u tome što su za osnovicu standardizacije uzeli međusobno dovoljno različite varijetete iz južnoslovenskog kontinuuma. Jedini način da se hrvatski izdvoji kao poseban jezik bio bi da za osnovicu standardizacije uzme čakavski ili kajkavski. Jedini način da se srpski izdvoji bio bi da za osnovicu uzme torlački. Za bosanski i crnogorski takva mogućnost čak i ne postoji: nijedan dijalekat koji se govori u ove dve države nije dovoljno daleko od novoštokavskih govora da bi kao osnovica standardizacije dao poseban jezik.</span></div>
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Naravno, ovo se odnosi na sadašnji trenutak. Zavisno od jačine granica među četirima državama (odnosno od stepena migracije stanovništva i mere kulturne razmene) - nije nemoguće da se njihovi dijalekti toliko međusobno odalje da neka naredna standardnojezička reforma dovede do četiri nova standarda čije su osnovice govori dovoljno međusobno različiti da daju (delimičan) osnov za posmatranje tih standarda kao različitih jezika. Da li će se to desiti, i kada, iz ove perspektive je nemoguće predvideti. Da li bi bilo dobro ili loše je sasvim očigledno: jezik koji govorimo je utoliko veći kapital ukoliko je veći broj ljudi sa kojima na njemu možemo komunicirati, a jezik kojim jedna zajednica govori utoliko je sigurniji od izumiranja, ukoliko je sama zajednica veća i kulturno potentnija.</div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com7tag:blogger.com,1999:blog-9218788430542765012.post-82888940382583141202017-05-30T16:59:00.002+02:002020-06-15T13:33:25.097+02:00Deca kao predmet pesnikinjinog ismevanja<div dir="ltr" style="text-align: left;" trbidi="on">
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Nedavno sam postavio Vinaverovu <a href="http://inform-al.blogspot.rs/2017/04/pesnikovo-zalagawe-za-gramaticku.html" target="_blank"><span style="color: blue;">pesmu</span></a> u kojoj on obraćajući se Desanki Maksimović ismeva pesničko zalaganje za ideologiju ispravnog jezika. Danas sam u Klettovoj čitanci za prvi razred našao i jedan od povoda Vinaverove reakcije. U pitanju je pesma u kojoj Desanka ismeva decu koja idu u prvi razred, a u govoru im se provlače osobine njihovog dijalekta. Njena pesma šalje poruku da je cilj škole da decu oduči od njihovog jezika i nauči ih onom ispravnom, te da dijalekat ne ide uz lepotu, belinu, uštirkanost, školu. Pripišimo to epohi - njenoj vladajućoj ideologiji i sklonosti angažovanoj, nametljivoj poeziji, te tetka-Desinom dobrom vladanju i jednom i drugom.</div>
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<i>Znalci jezika</i></div>
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<i>Slušaj Stanu uštirkanu,</i></div>
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<i>ima belu mašnu,</i></div>
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<i>ima belu tašnu,</i></div>
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<i>a govori da je</i></div>
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<i>iz Veliku Planu.</i></div>
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<i>Slušaj Mišu zvanog Miš,</i></div>
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<i>hoće u prvake,</i></div>
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<i>a govori da je</i></div>
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<i>proveo u Niš</i></div>
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<i>dva dana kod bake</i></div>
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<i>I Kata i Zlata</i></div>
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<i>u govoru greše,</i></div>
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<i>pričaju nam kako</i></div>
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<i>svoju baku volu,</i></div>
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<i>a godinu dana</i></div>
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<i>već idu u školu.</i></div>
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Desanka Maksimović</div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-89239211371118053272017-04-29T08:18:00.001+02:002017-12-31T14:39:29.776+01:00Problem imena u Deklaraciji o zajedničkom jeziku<div dir="ltr" style="text-align: left;" trbidi="on">
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"Pa dobro, a kako se onda taj zajednički jezik iz Deklaracije zove?"</div>
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"Neko ga zove srpski, neko hrvatski, neko bosanski, neko crnogorski."</div>
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"Ali kako se on ustvari zove?"</div>
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"Onako kako ga ljudi zovu, za nekog hrvatski, za nekog bosanski, za nekog..."</div>
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"Pa dobro, a kako se onda taj predmet zove?"</div>
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"Neko ga zove pernica, neko futrola, neko peratonica."</div>
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"Ali kako se on ustvari zove?"</div>
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"Onako kako ga ljudi zovu, za nekog peratonica, za nekog futrola, za nekog..."</div>
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Kritika koju su gotovo svi koji su se oglasili o <a href="http://jezicinacionalizmi.com/deklaracija/" target="_blank">Deklaraciji o zajedničkom jeziku</a> izrekli je vezana za to da Deklaracija kaže da svako ima prava da taj jezik zove kako želi, i da ne daje jedno 'glavno' ime za taj jezik, ime koje iskazuje njegovu suštinu.<br />
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"Ako je jedan jezik, on mora imati i jedno ime (i ne treba se stideti da se to ime izrekne)."<br />
Dok se sa parentetičkim delom o stidu slažem, smatram da je ovaj osnovni, o jednom imenu za jedan entitet, potpuna besmislica.</div>
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Zovi me i krčag, samo me nemoj razbiti na četiri navodna različita jezika. <i>Pernica</i>, <i>peratonica</i>, <i>futrola </i>su tri reči koje se u istom dijalektu istog jezika koriste za jedan isti pojam, odnosno predmet. I to nije prepreka postojanju tog predmeta, niti njegovoj jedinstvenosti pod sva tri imena. Osim u okviru filozofske, pa i lingvističke škole nominalizma (kod koje ne postoji značenje u jeziku - sama reč je sopstveno značenje), ime pojma ili stvari smatra se potpuno marginalnom činjenicom u odnosu na ontološku prirodu te stvari i njene osobine. Ovaj stav pogotovu eksplicitno iznosi zasnivač moderne lingvistike Ferdinand de Sosir, koristeći za nju termin proizvoljnosti oznake. Za svaki enitet u univerzumu važi: možeš ga zvati kako god hoćeš, jer on nije ime.</div>
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"Ali Deklaracija kaže da je to policentrični jezik, koji ima varijante. Ako je hrvatski varijanta, kog jezika je to varijanta?"</div>
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Ne treba izjednačavati <i>hrvatski</i> kao naziv jezika sa hrvatskim normativnim specifičnostima. Hrvati u Vojvodini ili u Bosni imaju pravo da svoj jezik nazivaju hrvatskim iako ne koriste hrvatsku normativnu varijantu. Srbi u Hrvatskoj, koji koriste hrvatsku normativnu varijantu (sa sporadičnim izuzecima, na primer kada je u pitanju zvanična upotreba pisma), imaju pravo da svoj jezik nazivaju srpskim. Najzad, ako se neko u bilo kojoj od ovih država oseti kao Jugosloven ili kao Zaplanjac, on svoj jezik može da zove jugoslovenskim ili zaplanjskim, ili citroenskim kao u jednom od ranijih popisa, i niko mu to pravo ne može uskratiti. Da bi to pravo postalo deo zakonske regulative, broj ljudi koji koriste jedan naziv mora da pređe neki razuman prag. Naravno, kada govorimo o tekstu pisanom hrvatskom normativnom varijantom, u većini kontesta je prirodnije da upotrebimo termin <i>hrvatski</i>, ali ne bismo govorili neistinu ni nazvavši ga srpskim, bosanskim, crnogorskim. Hrvatska normativna varijanta je varijanta jezika koji nazivamo srpskim, hrvatskim, bosanskim, crnogorskim, ili bilo kako drugačije.</div>
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"Ako je to zaista nevažno, da li ćeš se složiti da je tvoj maternji jezik hrvatski?"</div>
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Hoću i neću. Hoću jer mi neće smetati ako mi u razgovoru na nemačkom jeziku Hrvat kaže: <i>Ne razumem, reci mi to na hrvatskom</i>. A neću jer kada se ista stvar može nazvati ili opisati na nekoliko načina, onda je biranje jednog načina uvek samo po sebi neka izjava, neka poruka. Ako se ista planeta u narodu naziva i zvezda Zornjača, i zvezda Danica, i zvezda Večernjača, i neko mi oslanjajući se na to u zoru pokaže svetlu tačku na nebu i kaže: eno je zvezda večernjača - ja ću se nasmejati, i smatraću to igrom reči. Zašto kad tu zvezdu zaista zovemo zvezda Večernjača? Pa zato što je u zoru pragmatički najprirodnije koristiti za nju ime zvezda Zornjača. To što je neko odabrao manje prirodno ime za situaciju u kojoj ga korisi je znak, iskaz, govori o nekoj nameri: slušalac se pita zašto je rekao <i>Večernjača </i>a ne prirodnije <i>Zornjača</i>, šta je želeo da kaže.</div>
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Ime jezika, osim što je proizvoljno, još je i političko pitanje, a kada je imena više - onda i pitanje dijalekta, varijeteta, akcenta. Da li će jezik biti nazvan jednim ili drugim imenom ima političke konsekvence, kao i konsekvence vezane za njegove lokalne i socijalne karakteristike. Kada jezik Srbina koji je rođen i usvojio jezik u Srbiji, nikad nije živeo u Hrvatskoj ili među Hrvatima, nazovemo hrvatskim a ne srpskim, mi uspešno referišemo na odgovarajuć jezik, ali ne dajemo najprecizniju informaciju o načinu kako ta osoba govori. Dodatno, usled političkog naboja ovih termina, velika je šansa da će upotreba naziva hrvatski biti tumačena kao politička poruka - nejasno je kakva, ali neka će se poruka tražiti.</div>
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Da je bez važnosti koje će od četiri ili četrdeset četiri imena ovog jezika kada biti upotrebljeno, onda verovatno ne bi ni postojalo više od jednog naziva. Oni postoje jer u pojedinim kontestima, za pojedine varijetete ovog jezika, osećamo kao prirodniji, primereniji jedan, drugi, treći ili četvrti naziv. Kada Srbin govori o maternjem jeziku Hrvata, on može da bira da ga nazove srpskim, jer je to ime koje on koristi za ovaj jezik, ili da ga nazove hrvatskim jer ga tako naziva Hrvat. I obratno. Njegov izbor nosiće određeno značenjena planu političke poruke, učtivosti, ličnog odnosa među njima. Deklaracija pokušava da umanji onaj najosetljiviji i najrizičniji deo tog značenja - njegov politički deo.</div>
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"Svi znamo da je to istorijski srpski jezik. Svi koji ga sada govore su pounijaćeni, pokatoličeni, pohrvaćeni, poturčeni Srbi, ili tek srpski izrodi."</div>
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Očigedno, prava tema ovde nije ime jezika, već etnicitet njegovih govornika. Prekrštavanje i islamizacija ljudi ekonomskim i fizičkim nasiljem je strašan zločin. O njemu treba govoriti. Ali on se ne može revertovati. A danas moramo gledati današnje okolnosti: sopstvena konstrukcija identiteta ima prednost nad istorijskim identitetom i ljudima se ne može oduzeti ni jezik njihovih predaka, ni njihov današnji etnički i nacionalni identitet, samim tim ni pravo da jezik zovu skladno tom identitetu. Pritiskom u tom smeru se postiže suprotan efekat.</div>
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"Taj jezik je u 19. veku standardizovan kao srpski. Hrvatski, bosanski, crnogorski lingvisti falsifikuju istoriju kada govore o samostalnom razvoju hrvatskog književnog jezika, o srednjevekovnom bosanskom jeziku ili o crnogorskom jeziku kao izolatu."</div>
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Ime po sebi ne govori ništa o istoriji jezika. Njegova istorija je naučno pitanje, i treba da bude naučno, dakle objektivno utvrđena - sa svake strane, pa i naše. Za to je neophodno da jezik rasteretimo nepotrebnog političkog sadržaja, za početak tako što ćemo prestati da ga posmatramo kao obeležje etničkog identiteta.</div>
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Sve u svemu, bilo bi lepo da prestanemo da se ponašamo kao dve polugole sponzoruše na izboru za mis univerzuma u Beogradu, Zagrebu ili nekoj trećoj rupi, koje su zajedno birale isti kostim iz zajedničkog ormara da se u njemu pojave na bini, a sada su se dohvatile za kosu oko toga da li je jedna drugoj taj kostim ukrala, ili ga je druga prvoj nametnula. Jer to za šta mi umišljamo da je žiri i naša budućnost koju on određuje, samo je nezainteresovana vašarska bagra koja i sama ima svoje primitivne razmirice i brige, i srećna je što dok se mi čupamo znaju da će kod nas uvek imati vrhunsku uslugu, posle koje ćemo im se još i zahvaliti.</div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com1tag:blogger.com,1999:blog-9218788430542765012.post-35494268777595905422017-04-15T11:40:00.002+02:002017-05-30T20:47:38.593+02:00Pesnikovo zalaganje za gramatičku pravilnost<div dir="ltr" style="text-align: left;" trbidi="on">
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Modernistička, i pogotovu avangardna književnost, ima izrazitu težnju oslobađanju od svih vrsta okova. Kako je jezik gradivna materija književnosti, to su okovi nametnuti jeziku i prvi koji dolaze na red. Oslobađanje je najvećim delom implicitno, kršenjem 'pravila' u samom književnom tekstu. Ali, prirodno, ima i eksplicitnog, manifestnog govora o ideologiji pravilnog. Ovde pokušavam da rekonstruišem jednu Vinaverovu pesmu u kojoj projektuje (anti-)utopiju pravilnog (jezika). Ostavljena su na izbor dva tumačenja: sve će podleći pritisku ideologije pravilnog, ili pak: ideologija pravilnog će otići na istorijski otpad, a pravilnost više neće dolaziti od čovekove projekcije već će sve onakvo kakvo jeste po sebi biti pravilno.</div>
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<span style="font-family: inherit;"><i>Pesnikovo zalaganje za gramatičku pravilnost</i></span></div>
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<span style="font-family: inherit;"><i>Glasak me budi, glasak umilni,</i></span></div>
<i style="font-family: inherit;"><span style="font-family: inherit;">u noći kad me nesanica mori.</span></i><br />
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<span style="font-family: inherit;"><i><span style="font-family: inherit;">što ti glagoli, pa sve nepravilni?</span></i></span></div>
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<span style="font-family: inherit;">Pesnička dušo, ko s tim da se bori?</span></div>
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<span style="font-family: inherit;">O tetka Deso, ko ih sve stvori?</span></div>
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<span style="font-family: inherit;">O tetka Deso, slušam na sve strane,</span></div>
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<span style="font-family: inherit;">i plačem s decom, ridam, jecam silno.</span></div>
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<span style="font-family: inherit;">znaj tetka Deso, zora će da grane,</span><span style="font-family: inherit;"> </span></div>
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<span style="font-family: inherit;">doživećemo najsvetlije dane,</span></div>
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<span style="font-family: inherit;">i ništa neće biti nepravilno.</span></div>
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<span style="font-family: inherit;">Pravilno biće sve čega se mašiš,</span></div>
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<span style="font-family: inherit;">pravilni biće i čovek i žena.</span></div>
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<span style="font-family: inherit;">Nemoj, o čedo, jezom da se plašiš,</span></div>
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<span style="font-family: inherit;">budućnost ide svetla, zanesena,</span></div>
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<span style="font-family: inherit;">pravilna biće glagolska vremena.</span></div>
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<span style="font-family: inherit;"> Stanislav Vinaver</span></div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com2tag:blogger.com,1999:blog-9218788430542765012.post-82521539242299180182017-04-07T16:50:00.001+02:002017-04-07T21:48:33.925+02:00Институције система (илити: Downpressor Mеn)<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://beta.rs/vesti/politika-vesti-srbija/59522-maja-gojkovic-nastavak-sednica-parlamenta-kada-se-stvore-uslovi-za-rad" target="_blank">Овај позив Маје Гојковић</a> да се грађани повуку са улица и да се политичка питања решавају у институцијама система, подсети ме на '96. Да наставим у стилу Солунца: стегао мраз, грађани на улицама са копијама преправљаних изборних резултата, а Милошевић, Вулин и остали позивају да се све врати у институције система. На крају је остало питање да ли је лекс специалис институција система или ванинституционални закон, али оно што је остало неупитно је да се ништа не би постигло да смо се са улица повукли.</div>
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Овде искрсава питање какве везе протести против диктатуре имају са језиком? Имају јер је лингвистички естаблишмент копија политичког естаблишмента. Утолико што је узурпирао институције система, подвргнуо их тоталитарној контроли, срозао им квалитет, маргинализовао оне који професионално и квалитетно раде свој научни и наставни посао. И што онда позива да се о питањима језика разговара у тим институцијама. Тако академик Предраг Пипер одбија да критике кампање <i>Негујмо српски језик</i> коментарише за медије, и каже: <a href="http://www.danas.rs/danasrs/kultura/kako_smo_postali_nepismeni_.11.html?news_id=300585#sthash.fNgl2G3M.dpuf" target="_blank">"ко се залаже за другачију нормативну лингвистику, може о томе написати и објавити своју књигу или научни чланак"</a>. Он ту не мисли на озбиљне светске лингвистичке издаваче и часописе - јер да мисли, знао би да критике које на општелингвистичком плану разобличују идеологију исправног језика доминирају расправама о стандардном језику, а знао би и за књиге <i><a href="https://bib.irb.hr/datoteka/475567.Jezik_i_nacionalizam.pdf" target="_blank">Језик и национализам</a></i> Сњежане Кордић и <i><a href="https://www.knjizara.com/Srbija-i-njen-Jug-juznjacki-dijalekti-izmedju-jezika-kulture-i-politike-Tanja-Petrovic-144677" target="_blank">Србија и њен југ</a></i> Тање Петровић, које детаљно објашњавају штетност идеологије исправног језика какву је наш лингвистички естаблишмент наследио од лингвистике деветнаестог века. Он мисли на домаће часописе и на издања домаћих научних институција, које су под сувереном контролом тог истог естаблишмента, на начин на који су медији данас под контролом Александра Вучића. Његов позив је циничан колико и позив Маје Гојковић. Он каже: објавите ви то у публикацијама у које вас ми нећемо пустити, па да тамо разговаамо. Вратите се у институције система, у којима ми чврсто намећемо своју вољу и свој интерес.</div>
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Да институције система нису узурпиране и злоупотребљене, не би се борба ни прелила у друге домене - на улице, у друштвене мреже, у независне медије. У институцијама система би се одмерили аргументи, јавност би о њима била обавештена, и заједница би усвојила решења која сматра најбољим. У условима где се институције система уместо независног рада присиљавају да служе као инструменти ширења лажних тврдњи и слика, заједница трпи, бива подељена, фрагментирана, и дави се у унутрашњим несугласицама. Естаблишменту таква ситуација одговара.</div>
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Као што Вучић, Стефановић, Гојковић и њихови узурпирани медији чији васници алкохолисани бахатом вожњом убијају децу на улици студенте у протесту на истим тим улицама описују као пијане хулигане склоне уништавању, тако и Пипер критичаре идеологије исправног језика назива <a href="https://www.pismenica.rs/vesti/srpski-jezik-je-briga-svih-nas/" target="_blank">младим, дрчним и неолибералним</a>. Приписује нам намеру да језик препустимо тржишној утакмици. Занимљиво би било сазнати које то тржиште академик Пипер има на уму: где се то језичке структуре купују, продају, ко на њима зарађује - ако не прескриптивни естаблишмент, они који прописују да се каже <i>на журки</i>, а неправилно је <i>на журци</i>, установљујући на оваквим празнословицама своју моћ и финансијску корист. Ако би се иједан политички приступ могао приписати критици идеологије исправног језика, то би био принцип анархије, који је суштински супротан неолибералном. У неолибераном приступу регулатива постоји, и то таква да што је играч на тржишту већи, то је слободнији, и заштићенији. Што је мањи, то је регулисанији и немоћнији - на дну, у најгорој позицији је појединац. Управо приступ нашег лингвистичког естаблишмента комбинује неолибералне елементе са диктаторским. Критика идеологије исправног језика, напротив, тражи да се језик врати говорнику, да се моћ равномерно распореди, и да се укину дискриминативне и репресивне језичке мере којима су наши језички прописивачи тако склони.</div>
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Зато и на једном, и на другом плану: враћање у институције система је могуће само онда када се те институције реконституишу на потпуно другачијим - праведним, равноправним, конструктивним, здравим основама. До тада, <a href="https://www.youtube.com/watch?v=pLyJnpWsX1s" target="_blank">борба ће се преливати у све </a><a href="https://www.youtube.com/watch?v=pLyJnpWsX1s" target="_blank">димензије друштва</a>.</div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-54092633917306835012017-03-13T10:10:00.004+01:002023-06-15T10:32:40.104+02:00Zbunjenost prošlosti sadašnjošću<div dir="ltr" style="text-align: left;" trbidi="on">
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U prethodnim tekstovima sam se dosta oštro osvrtao na kampanje negovanja i čuvanja jezika i na opštu atmosferu straha i panike pred kvarenjem ili nestankom jezika koju jezički establišmenti lansiraju u našoj i susednim zemljama. Sada bih želeo da pokušam da ovu pojavu razumem. Sam sentiment nije novost, niti isključiva osobina našeg vremena i naše kulture. Kvintilijan je tražio promene najsvetije institucije Starog Rima - njegovog zakonodavstva - insistirajući da migracija preti da uništi latinski jezik. Tomas Prat je optuživao Šekspira i Marloua da narušavaju sažetost i direktnost engleskog jezika i tražio da se jezik vrati svom izvoru. </div>
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Ali to ne znači da je strah od promene u jeziku konstantno obeležje čovekove zajednice. On je nekad prisutniji, nekada se potpuno izgubi, i obično se vezuje za periode u kojima se događaju važne društvene promene: pojačane migracije u Rimu, normanska osvajanja u Britaniji, otkrića koja su uticala na promene u načinu upotrebe jezika - poput pojave pismenosti, osvajanja proizvodnje papira, otkrića štamparske prese. Danas je to informacijska revolucija koju su donela elektronska sredstva komunikacije.</div>
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Atmosferu straha i panike povodom sudbine jezika danas presudno stvaraju ljudi čija je struka da jezik proučavaju i razumeju. Ovde se neću baviti pitanjem zašto oni jezik ne proučavaju i ne razumeju - zašto pogrešno svoju ulogu vide kao policijsku. Ovde me samo interesuje zašto oni danas imaju jači osećaj da je jezik ugrožen nego što su ga imali na primer pre pedeset godina, odnosno zašto smatraju da se danas upotrebljava jezik goreg kvaliteta nego što se upotrebljavao. I zašto deo javnosti saoseća sa njima u tom doživljaju.</div>
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Jesu li ljudi danas prosečno nepismeniji, da li prosečni građanin danas govori i piše značajno gore nego pre pedeset ili sto godina? Ovde se najpre postavlja pitanje kriterijuma: kako meriti kvalitet govora i pisanja? Brzinom? Količinom (i onda da li je bolje više ili manje)? Raznovrsnošću? Strukturnom kompleksnošću? Efikasnošću? Čistotom porekla reči? Kakve god kriterijume uspostavili, teško da bi se izmerila značajna razlika. Možda bi je bilo među nekim grupacijama, možda je današnji srednjoškolac manje načitan od nekadašnjeg, možda je današnji političar prosečno nižeg obrazovnog nivoa nego što je raniji bio. Ali u ukupnoj populaciji, uveren sam da se ne bi prepoznao značajan pomak. Naravno, kada sud o prosečnoj pismenosti dolazi od nastavnika, onda osobine prosečnog srednjoškolca dosta utiču na taj utisak, a time što su veoma prisutni u javnosti - utiču i političari. Ali mislim da ovo ima samo mali udeo u ukupnoj slici. Ključna razlika je u jeziku koji se doživljava kao javni, zajednički, i prema kome se uglavnom i donosi sud - jeziku javnog informativnog prostora.</div>
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Pre pedeset godina naš javni informativni prostor se sastojao od jedne televizijske kuće sa dva programa, desetak aktivno slušanih radio stanica, i veoma moćnog i aktivnog izdavaštva: novinskog, periodičkog, naučnog i književnog. Ovaj je prostor bio uređen i kontrolisan od strane države, gajio je elitnu kulturu, i u njemu se pojavljivao i aktivno nastupao relativno mali, odabrani skup učesnika. U ovom prostoru, dominirao je jezik visoko obrazovanih ljudi, i ljudi sa više talenta za upotrebu jezika (zabluda je da se može očekivati da svako ko prođe sistem obrazovanja raspolaže rafiniranim stilom - kao i kod svih drugih veština, da bi se dostigao vrh, i ovde je neophodan talenat - koji među ljudima nije ravnomerno raspoređen). I čak i taj jezik je pod uslovima sporije razmene informacija imao vremena da prođe kroz filtere doterivanja od strane autora, iščitavanja od strane kolega, lekture. Susretali smo se, stoga, gotovo isključivo sa rafiniranim jezikom visokog registra, stilski doteranim, elokventnim, i usklađenim sa onim što propisuje normativna literatura. Jezik javnog informativnog prostora nije reprezentovao jezik čitave zajednice, već samo jezik jednog njenog dela u jednoj sferi realizacije - onaj jezik koji zadovoljava najviše stilske kriterijume.</div>
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Danas u javnom informativnom prostoru dominiraju društvene mreže, internet forumi, vesti i medijski sadržaji objavljeni na internetu i nekoliko stotina televizijskih stanica. Stepen uređenosti i državne intervencije (osim interesne, političke) je ravan nuli. Skup učesnika je najširi mogući, a korisnici sofisticiranog jezika uglavnom su sopstvenim afinitetima i nepoklapanjem sa zahtevima masovne kulture ograničeni na uske kulturne niše, i upućeni samo na sebi slične. Konkurencija među medijskim kućama traži brzu produkciju i ne daje vremena ni doterivanju teksta od strane samog autora, kamoli lektorskoj intervenciji. Ogroman broj medijskih kuća traži ogroman broj novinara i spikera - broj koji danas (kao što bi i ranije, da je bio toliki) daleko prevazilazi broj ljudi sa visoko kvalitetnim usmenim i pisanim izražavanjem. Današnji mediji gaje masovnu kulturu, a ona traži učešće širokog spektra ljudi, nezavisno od njihovih jezičkih kapaciteta. Još je pluralističnija situacija u društvenim mrežama i forumima: u njima učestvuju svi, što zaludniji - to intenzivnije. Jezik javnog informativnog prostora tako danas blisko reprezentuje prosečni uzorak u zajednici.</div>
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Ali, dok je jezik javnog prostora onaj po kome formiramo svoj sud o stanju jezika, mnogo veći udeo u postojanju jezika, u jezičkoj produkciji i recepciji u životu prosečnog čoveka, ima direktna komunikacijama među pojedincima i u grupama. Ovo je prostor u kome se jezik usvaja, ovako on u najznačajnijoj meri živi, tako se menja i prilagođava potrebama. U ličnom se domenu upotrebe jezika ništa nije promenilo.</div>
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Zato razlika nekad i sad nije u samom jeziku: jezik je u svojoj ukupnosti približno isti kao i u ranijim istorijskim periodima. Razlika je u tome sa kakvim jezikom se pretežno srećemo u javnom prostoru. Ona stvara nerealan utisak o tome da se jezička situacija promenila na gore, iz kog se onda izvlači još nerealniji zaključak da u zajedici teče proces kvarenja jezika. Čak i kada se ovakav strah prevaziđe, javlja se novi: možda se jezik nije pokvario već je samo reprezentativnije zastupljen u javnosti, ali javna upotreba jezika služi kao uzor, što će neminovno dovesti do njegovog kvarenja u odnosu na vreme kada je uzor bio elitni jezik. I ovo je pogrešno. Jezik se možda malim delom usvaja i kroz medije i društvene mreže, ali usvaja se i iz knjiga koje se pročitaju i mnogih drugih izvora, a pre svega se, u daleko najvećem udelu, uči u porodici i u neposrednom društvenom okruženju. Onom segmentu koji se nije promenio. Jeste se proširio domen upotrebe jezika svakodnevne komunikacije, a suzio domen upotrebe formalnog registra, ali sami registri nisu postali bolji ili gori.</div>
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Lingvisti propisivači pravilnog jezika u svom sejanju straha i panike, reaguju ne na promenu u jeziku, već na promenu u društvu, na promenu u strukturi i prirodi javnog informativnog prostora - pogrešno zaključujući da ona pokazuje i promenu u samom jeziku. Oni ne prepoznaju razliku između jezika u celini i jezika javnog prostora. Oni čak u svojim apelima i ne ciljaju samo taj javni prostor, namera njihove kampanje nije da vrati dominaciju formalnih registara i doteranog stila u medije, nauku, administraciju (a i to bi bilo unapred izgubljena bitka, jer je ovo pitanje određeno društvenom promenom a ne dobrom voljom pojedinaca kojima se kampanja obraća). Njihove kampanje bi da se čitav jezik: jezik pijace, jezik kafića, jezik poslovnog sastanka, izjednači sa načinom govora iz <i>Drugog dnevnika</i> Radio televizije Beograd iz 1975. i načinom pisanja Ive Andrića iz romana <i>Na drini ćuprija</i>. Ove kampanje uključuju spotove u kojima se ljudima sugeriše da se u <a href="https://www.youtube.com/watch?v=BAdqdPxkY00" target="_blank">intimnim, ljubavnim SMS porukama</a> strogo drže Pravopisa Matice srpske, i da se u <a href="https://stanjestvari.com/2016/09/10/manekenke-ne-hodaju-po-tebi/comment-page-1/" target="_blank">komentarisanju modne revije među prijateljima</a> izražavaju prema pogrešnim savetima nadrilingvistike.</div><div style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-tkEtnl3IGHY0-HxNa_dWVTgITiKbDUkv4452mklvVfgBKooosewNP566MnuWxX24EHRKKuBMsk4jZqAScBKMR7HV7FHQgQyzLkWpnffO5wqqdB1HPbJU-hmuAm58jny1H9i5CFUdt1T3hHVe3Sk90x-xj-jZ9aOUyjqEd9rbMvz7XEv2smJqlQfnlQ/s600/prescript%20zool.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="513" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-tkEtnl3IGHY0-HxNa_dWVTgITiKbDUkv4452mklvVfgBKooosewNP566MnuWxX24EHRKKuBMsk4jZqAScBKMR7HV7FHQgQyzLkWpnffO5wqqdB1HPbJU-hmuAm58jny1H9i5CFUdt1T3hHVe3Sk90x-xj-jZ9aOUyjqEd9rbMvz7XEv2smJqlQfnlQ/s320/prescript%20zool.jpg" width="274" /></a></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Ovo svedoči da su normativni lingvisti potpuno zbunjeni promenom strukture javnog informativnog prostora koja se dogodila. Da ne razlikuju promenu u tipu jezika koji se u tom prostoru sreće od promene u samom jeziku. Da čak ne samo što izjednačavaju jezik javnog prostora i jezik uopšte u današnjem trenutku, što usled pluralizacije i demokratizacije javnog prostora i nije veliki promašaj, već to čine i kada se sećaju prošlosti. Oni veruju da je i pre pedeset godina jezik javnog prostora reprezentovao jezik u svakodnevnoj upotrebi: da su ljubavnici u automobilu na obodu grada, šverceri farmerica u vozu iz Trsta, automehaničari u kanalu, referenti, računovođe i inžinjeri u OOURima, ROima i SOURima svi među sobom razgovarali onako kako su razgovarali Dušanka Kalanj i Dejan Đurović dok ih snimaju kamere. Oni se naukom bave u staklenom zvonu, i za predmet svoje 'nauke' biraju mimezis: stvarnost televizijskog ekrana nekad i sad uzimaju kao stvarnost postojanja jezika. Ova perspektiva pokazuje tužan stepen nerazumevanja ne samo lingvistike, nego jednostavne jezičke realnosti. Ali ujedno i objašnjava paniku među ovim ljudima: oni veruju da se naš jezik za pedeset godina promenio od jezika Miće Orlovića u jezik nekakvog Amidžića ili Vučićevića.</div>
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Strah od propasti jezika ovde se ukršta sa još jednim strahom: strahom od gubitka moći i društvene pozicije. Kao što sam već pomenuo, u današnjem javnom informativnom prostoru vlada opšti nedostatak vremena, pa u okviru njega i nedostatak vremena za jezičku intervenciju, a samim tim i za osnovni proizvod preskriptivne lingvistike: za jezičke priručnike i lektora kao njihovog promotera i izvršitelja. Vapaj za čuvanje i negovanje srpskog jezika je i vapaj za čuvanje i negovanje srpskog jezičkog propisivača - onog koji nema najispravniju sliku o tome šta jezik jeste a šta nije, ali koji vrlo glasno insistira da ne treba reći <i>put ka Beograđanci</i> nego isključivo <i>put ka Beograđanki</i>, inače to više neće biti onaj pravi, ispravni srpski jezik.<br />
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-78106741054212491882017-03-10T20:29:00.001+01:002017-03-11T17:30:32.757+01:00Jezik je drugde: sistem negovane nepismenosti<div dir="ltr" style="text-align: left;" trbidi="on">
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Nedavno su javnošću još jednom protutnjali podaci o tome da je Srbija zemlja sa najviše funkcionalno nepismenih u Evropi. Kako u zemlji u kojoj se toliko govori o pismenosti i drži do pismenosti - preko milion nepismenih? U kojoj čim neko progovori kruševačkim ili leskovačkim akcentom, čim progovori pirotskim ili borskim dijalektom - svi prepoznaju nepismenost. Da li se na njih misli? Da li je to znak da kampanje <i>Negujmo srpski jezik</i> i <i>Sačuvajmo srpski jezik</i> nisu imale dovoljno efekta? </div>
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Ne, to je znak da su ove kampanje, i pogled na jezik i obrazovanje kome pripadaju i koji šire, jošuvek suvereni vladari kulturne i obrazovne politike i prakse u ovoj zemlji. Kažem li ja to da kampanja <i>Negujmo srpski jezik</i> doprinosi nepismenosti? Kažem. Pa kako je to moguće, valjda negovanje jezika upravo znači opismenjavanje? Stvar interpretacije.</div>
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Pomenute kampanje i svetonazor koji nameću pod pismenošću podrazumevaju sposobnost da se govori i piše kao Ivo Andrić. Mali problem: Ivo Andrić je imao privatnog lektora i njegovi su tekstovi rezultat višegodišnjeg doterivanja. Ako vam je ova lestvica previsoko podignuta, a jeste, svakome, tu je drugo najbolje rešenje: norma. Skup proizvoljnih, i često nerealnih i nerazumnih pravila koja su uspostavili čuvari nekakve umišljene ispravnosti srpskog jezika kako bi nam 'pomogli' da svi govorimo kao Ivo Andrić. I koja su odredili kao donju granicu pismenosti. </div>
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Pismeni moramo biti svi. Dakle, svi se moramo pridržavati norme. Inače smo nepismeni. Negujmo srpski jezik znači: potrudimo se više da se držimo norme, i da samim tim budemo pismeni. Šta je tu loše?</div>
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Loše je što norma obiluje loše prepoznatim generalizacijama, pogrešnim analizama jezičkih struktura u jeziku pretvorenim u neodrživa gramatička pravila. Ali pogubno je, naročito za pismenost, to što ovaj pristup pismenosti od ljudi traži nešto što niko ne može u potpunosti da postigne, a većina ne može ni u takvoj meri da ne budu prepoznati kao nepismeni. Ne samo što je i ova lestvica postavljena previsoko, i što je načinjena od lošeg materijala - postavljena je i u pogrešnom smeru.</div>
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Pismenost je ovde loše shvaćena. Ona ne podrazumeva sposobnost da se pripoveda poput Njegoša i pišu opisi prirode na nivou Petra Kočića. Ne podrazumeva pisanje sastava o proleću i o majci, ili držanje zdravice na slavi. Pogotovu ne funkcionalna pismenost.</div>
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Pod funkcionalnom pismenošću se podrazumevaju ona znanja i veštine koje čoveku omogućuju funkcionalnost u okruženju u kome živi: sposobnost da komunicira, da uči, da usvaja simboličke i vrednosne sisteme jedne kulture. Kada je reč o pisanju i čitanju, njen minimum su najosnovniji zadaci svakodnevnog života: popuniti formular, potpisati se, pročitati tablu na autobusu i naći sedište sa odgovarajućim brojem. Funkcionalna pismenost obuhvata i usmenu komunikaciju: sposobnost da se lekaru ili službeniku izloži problem, iznese zahtev, da se razume njegovo objašnjenje i slede njegova uputstva, da se predstavi svoj stav o nekom pitanju, svoj interes, izraze svoja osećanja. Uz to, osnona funkcionalna pismenost danas uključuje uzimanje novca sa automata, upotrebu elektronske pošte, lifta, interfona, plaćanje na kasi sa samoopsluživanjem, ali i poznavanje organizacije administracije, zdravstvenog sistema, političkih odnosa i drugih kulturnih odnosa i sadržaja. </div>
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Ne samo da su ovo osnovi funkcionalne pismenosti neophodne čoveku, već predstavljaju i prirodni prvi korak u usvajanju šire i dublje pismenosti: korak koji se lako savladava, čija je svrsishodnost očigledna, koji pruža osećaj samopouzdanja, i omogućuje dalju nadogradnju. U svim pravcima. Ka dubljem i boljem razumevanju i samog jezika, i njegove uloge u književnsti, umetnosti, društvenoj organizaciji, politici, nauci. I ka efikasnijem i boljem korišćenju društvenih resursa. Kada dete naučimo funkcionalnoj pismenosti, kada ono razume smisao pismenosti, u njoj se oseća prirodno, onda će, uz nešto afiniteta i talenta, lako napraviti i sledeći korak: razviti svoj stil i prepoznati kvalitet tuđeg. Dok kada se sa slova, tačke, zareza, upitnika i uzvičnika krene direktno u rafiniranje stila, onda nastaje nerazumevanje i frustracija, a odatle nesigurnost i nelagoda pri upotrebi jezika. Kada se zajednici koja ne dostiže ni minimum zahteva funkcionalne pismenosti porukama o negovanju i čuvanju srpskog jezika zapravo kaže kako onog trenutka kad ne zadovoljavaju visoke i često promašene zahteve propisane norme - oni manifestuju nepismenost, i ujedno ugrožavaju i kvare jezik, mi im sa onoga što pismenost zaista jeste peusmeravamo pažnju na nešto drugo, i šaljemo poruku da su od pismenosti mnogo dalje nego što zaista jesu.</div>
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Osnove funkcionalne pismenosti treba da obezbedi škola. Za to treba da se pobrine odgovarajuće ministarstvo propisujući dobro koncipirani program i obezbeđujući dobru pripremu za nastavnike. Funkcionalna pismenost se neće usvojiti pisanjem sastava na večite teme, poetične ili dosadne, patetične ili dubokoumne, niti lekcijama iz gramatike o subjektia i objektima, genitivu i pluskvamperfektu. Ona se postiže realnim zadacima sa kojima se srećemo u svakodnevnom životu: pisanjem molbe, žalbe, zahteva, popunjavanjem, ali i sastavljanjem formulara za neku svrhu, analizom (i idejama za poboljšanje) interfejsa kompjuterskog programa, raspitivanjem za put do bazena i davanjem uputstava onome ko se raspituje - čitajući karte i prema sećanju. U bilo kom dijalektu, sa bilo kojim akcentom. Nezavisno od bilo kakve norme. Jer ovo su veštine koje oogućuju snalaženje u svakodnevnom životu. Na kojima se u našoj školi ne radi, i koje ne budu savladane pre svega zbog visoko ostavljenih lestvica u nekom potpuno nevažnom domenu 'norme', domenu bez ikakvog značaja za bilo koji aspekt čovekovog života (osim one vrednosti koja mu je veštački dodeljena i održavana kampanjama za negovanje i čuvanje nesigurnost i straha). Umesto da se svim raspoloživm snagama uhvati u koštac sa životom, produkt našeg obrazovnog i društvenog sistema ostaje ubeđen da je nepismen i nesiguran, uplašen već u samom korišćenju jezika, i ispada iz igre mnogo pre nego što i stigne do pravih elemenata pismenosti.</div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com1tag:blogger.com,1999:blog-9218788430542765012.post-38896227242604229482017-03-05T12:55:00.001+01:002017-03-05T13:10:50.375+01:00Paraziti jezika i kulture i njihova vitalnost<div dir="ltr" style="text-align: left;" trbidi="on">
U ovom isečku iz filma <i>Počasni građanin</i>, čiji sadržaj potpisujem i ovako kako je izgovoren, može se reč <i>kultura</i> svuda zameiti rečju <i>jezik</i>, a da ostane jednako istinito.<br />
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-88773862391889780292017-03-03T12:29:00.002+01:002017-03-03T13:12:33.342+01:00Lexical Distance Among the Languages of Europe: a hoax, a political pamphlet or actual popular science?<div dir="ltr" style="text-align: left;" trbidi="on">
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It can <span style="font-family: inherit;">only please a linguist to see a piece of linguistic knowledge going viral on social networks. When I first saw the image titled <span style="background-color: #fafcff;">Lexical Distance Among the Languages of Europe below, I was not just happy - I thought: what an enormous amount of work must have been invested to produce this chart!</span></span></div>
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<a href="https://elms.wordpress.com/2008/03/04/lexical-distance-among-languages-of-europe/" target="_blank"><img alt="Lexical Distance Network Among the Major Languages of Europe" height="285" src="https://elms.files.wordpress.com/2008/03/lexicaldistanceielangs.jpg" width="400" /></a></div>
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<span style="font-family: inherit;">For a layman this may seem a simple thing to do: just compare the electronic dictionaries of the languages (ideally those using the same methodology in lexicography, to control for the effects from this area), and count the words that are identical. But it is impossible to compare electronic dictionaries of different languages because it often happens that a word that is pronounced the same in the two languages receives a different spelling in each of them (for instance the word <i>группа </i>'group' in Russian is pronounced and means the same as the word <i>група </i>'group' in Ukrainian, but since, for arbitrary non-linguistic reasons, they have a different spelling - they won't be recognized as identical). Moreover, it is often the case that between two closely related languages certain words occur with slightly different pronunciation, but with the same meaning and almost identical morphological forms (e.g. Russian <i>раздел </i>and Ukrainian <i>роздiл</i>, pronounced almost the same, declined almost the same, and both meaning 'section'). A fair way to calculate the lexical distance would include a thorough etymological research (research into the history of words), a measure of phonological and morphological change since the common ancestor word (how much the pronunciation and the different forms of the words have ch<span style="font-family: inherit;">anged), a correction factor for the shared or related complex words (since their parts are already counted in other words), especially in the cases where complex words share only certain parts, to mention just a few complex measures, most of which are unavoidably subject to approximation.</span></span></div>
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<span style="font-family: inherit;">So upon seeing a chart like this a linguist is also immediately prompted to look for the methodology. Especially when some results seem utterly surprising. For instance, every Slavicist will be in disbelief seeing that Serbian is closer to Russian than Polish, Ukrainian or Belorussian. Even more so seeing that Croatian is as close to Slovak as to Slovenian, and Slovak is as close to Croatian as to Czech. And that Romanian is related to Albanian, but not to Serbian or to Russian, while Albanian is related to Slovenian, but not to Serbian. Some of these peculiarities receive a reasonable explanation from the aspect of political science: that Ukrainian is very different from Russian (Crimea, Donbass) and that Romanian is unaffected by it (Transnistria), that Croatian has different ties than Serbian, that Albanian is distant from and unaffected by Serbian (Kosovo).</span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">The earliest occurrence of this chart is from <a href="https://elms.wordpress.com/2008/03/04/lexical-distance-among-languages-of-europe/">2013</a>. Here, as well as on several other pages with the chart, it is referred to "<span style="background-color: #fafcff; text-align: left;">K. Tyshchenko (1999), </span><em style="background-color: #fafcff; text-align: left;">Metatheory of Linguistics"</em><span style="background-color: #fafcff; text-align: left;">, a book published in Ukrainian, by a Ukrainian linguist (the original title: </span></span><span style="text-align: left;"><i>Метатеорія мовознавства</i>), <a href="http://linguist.univ.kiev.ua/museum/book/index.html">freely available online</a></span><span style="text-align: left;">. I have carefully examined the book, and could not find even the lexical distance data, let alone the methodology how it was gathered. All I did find was a lot of what appealed to me as obscure, arbitrary and problematic linguistic methodology and even more of classifications which didn't seem to make much sense. And I also found one reference that might have to do with the chart, namely reference to a set within a linguistic museum exhibition, which represents Indo-European languages and their relations (chapter </span><a href="http://linguist.univ.kiev.ua/museum/book/appendix.html" style="text-align: left;">Мiжфакультетський Лiнґвiстичний навчальний музей Київського унiверситету</a>, <span style="text-align: left;">section </span><span style="text-align: left;">2.2. Ґалерея мов свiту 'Galery of the world's laguages').</span></span></div>
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<span style="font-family: inherit; text-align: left;">Since the chart was shared by a large number of people, including many linguists, I think that it is important that according to my little investigation - unless someone manages to find the specification of its methodology - which I doubt will happen, and this methodology proves adequate - the chart should be treated as a hoax with a political agenda. But its idea remains beautiful, and I would like to see a chart of the same kind, plotted from the real linguistic data.</span></div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com2tag:blogger.com,1999:blog-9218788430542765012.post-9767498047071954942017-02-03T13:11:00.002+01:002022-09-14T13:30:11.535+02:00Ћирилица - срце Србије<div dir="ltr" style="text-align: left;" trbidi="on">
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Људи се у Србији када је реч о ћирилици деле на оне којима је свеједно да ли ће она нестати или им је помало криво, и на оне којима се од самог питања, као и од равнодушности ових првих, јављају најужаснији бесови, страхови и стрепње, и као њихов резултат мржња и нагон ка насиљу. И једни и други су се помирили са тиме да ће ћирилица престати да се употребљава - једни проценом стања ствари, други приступом и начином деловања ка њиховој промени. Циљ овог текста је разматрање питања шта је сврсисходна, а шта штетна акција ка очувању ћирилице. Почећу од ове потоње.<br />
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Упркос устаљеној употреби у таквом, ширем значењу, некако не могу да употребим термин национализам за оно за шта се употребљава на Балкану. Национализам се везује за нацију, а нација настаје онда када се грађанство читаве државе без обзира на етничку припадност окупи око националне идеје. На Балкану је обратно, ту се етничке скупине без обзира на државу у којој живе уједињавају око митова и амбиција. Притом нису показале озбиљан капацитет да се позабаве идејом и природом државе, камоли да је развију до формирања нечег сличног нацији. Зато се може говорити само о етницизму, примитивнијем, глупљем, неуспешнијем, али једнако злом брату национализма. И као што је национализам суштински увек непријатељ своје нације, и етницизам је непријатељ етникума.</div>
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Знам да ћу донекле поновити много пута речено, али не могу да одолим да проговорим о примитивности етницизма. Етницизам је сав у појмовима културе, језика, писма, обичаја - али он о култури није у стању да мисли у њеној комплексности, већ има потребу да је своди на мали број симбола, укључујући језик, писмо, обичаје. Поврх ове симплификације, и језик, писмо и обичаји се своде на рудиментарне, често промашене идеје или на њихова периферна обележја и инстанцијације. Језик је онда само језик 'добрих писаца', писмо је само једно писмо, обичаји су слава, свадба и цепање кошуље. Етницизам није у стању да мисли о томе да је идентитет једне заједнице или културе у њеној укупности, у сложености, богатству, инфинитној продуктивности - да су управо сложеност и продуктивност њен гарант опстанка. </div>
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Етнициста идентитет своди на мали скуп кич симбола. Уз славе и свадбе, језик и писмо, ту су велики научници ("Имате ли ви Теслу?"), писци (које обично нису ни читали, или су их читали тако да се ови преврћу у гробу), војсковође (јер етнициста сања рат). И етнициста пати од паничног страха да само тих неколико обележја: језик, писмо, неколико обичаја, сећање на десетак великих личности, дели етнички идентитет од одсуства идентитета, утапања у неку замишљену аморфну масу безидентитетских група људи који немају ту срећу да буду народи. Он генерацији за генерацијом испира мозак претњом: бројни непријатељи нашег народа удружили су се да нам узму ту перо-лаку суштину, да уклоне, униште, тих неколико карактеристика, узму их за себе и њима замене свој идентитет - као да њихови етницисти не мисле да је њихов идентитет светиња, и да га туђи симболи загађују, и као да ми имамо основа да мислимо да је наш идентитет неки страшно пожељан идентитет у коме се удобно и срећно живи. Као да нам шуме нису пуне пластичних кеса и флаша, паркови поломљених дечијих игралишта, а институције корупционаша са повољно набављеним дипломама.</div>
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Уствари, етнициста зависи од страха од крађе симбола идентитета, овај страх је темељ његове природе. Он управо бира за дефинишуће симболе свог идентитета оне на које права могу да полажу и други народи: Теслу, Андрића, Селимовића, Марка Краљевића, Косово. Он је провинцијалац, етнички, културни, свакојаки, и тражи симболе по којима ће бити препознат, симболе које ће други знати, нешто чиме ће закорачити на позорницу народа, чиме ће се подичити кад на свадби човечанства буду читани поклони сваког народа: а од Срба - реч вампир! Од Србије - Милански едикт. И - Тесла. Они симболи за којима неко други већ посеже, унапред су гарантовано препознати од других, и то као пожељни. Или су пак некакве уско виђене диференције специфике, нешто што нас разликује од једног одређеног народа, без обзира што нас са гомилом других чини сличним. Ћирилица не би заглавила у кругу ових симбола да није симбиозе српског етницизма са хрватским, да се они не дефинишу један према другоме. Да око нас живе све сами Бугари и Македонци, ћирилица би у истом овом етничком идентитету учествовала тек као једна маргинална црта на коју нико не обраћа пажњу.</div>
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И пошто се о ћириличном писму јако често говори и пише као о састојку без кога српство престаје да постоји, пошто фанатици ћирилице затрпавају интернет коментарима о томе како треба забранити латиницу, како нам масони и илуминати узимају ћирилицу не би ли нас систематски уништили од стране идиота, како и треба да нестанемо кад користимо и латиницу, често сам замишљао како би то изгледало кад бисмо ми Срби свој језик престали да пишемо ћирилицом и потпуно прешли на латиницу. Наравно да ми је таква мисао тужна: тужно је кад нешто нестане, тужно је кад се остане сиромашнији за појаву у коју је уложена енергија многих генерација, која је споменик ретке победе прогресивног над конзервативним у нашој историји, писмо којим су написана многа интимна писма, велике песме и романи, које су училе и њиме писале генерације. Тужно ми је и јер је ћирилица део мог живота, моје прво писмо. Али нестају и веће ствари, нестају целе животињске врсте, неколико њих дневно, нестају остаци древних градова, нестају глечери, дешавају се нестанци који угрожавају читаву планету. Нестанак ћирилице не би угрозио ништа. Српски етникум би остао српски етникум - свега за мрву мање посебан, и свега за мрву виталнији него са њом (виталнији просто тиме да спонтана промена у једној култури ту културу обично чини прилагођенијом околностима, и тиме виталнијом). Несумњиво је да је некакав Перунов фанатик сматрао да је корен српства сечен онда када су Срби своју стару религију мењали хришћанством, да је на свој средњевековни начин формулисао осећање угрожености, или губитка идентитета. А данас се његов савремени двојник боји да ћирилица коју смо добили са губитком претходне вере представља последњи ризом корена српског бића. </div>
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Ако није довољно јасно, овим желим да одбацим и образац где нешто морамо чувати јер су нам то оставили наши стари. Наши најстарији стари су нам оставили своју многобожачку религију, па су је наши млађи стари, када нису били стари, одбацили у корист боље и истинитије. Наши су нам стари оставили и лапот и крвну освету, али смо у међувремену изградили друштво које проблеме које су наши стари овим институцијама решавали решава на нешто бољи начин. Наши стари нас нису заробили него даровали, да задржимо што нам је корисно, заменимо оно што може бити боље, и сами додамо нешто - јер и ми ћемо једног дана спадати у нечије старе. И желим да укажем на бесмисленост вриштања етнициста како је ћирилица на нестанку, како је већина грађана наше државе и припадника етничке заједнице више не користи, те како је треба заштитити забранама и законима. Ако је ћирилица последње што чува идентитет једне заједнице од нестајања, и ако већина те заједнице више не користи ћирилицу, онда је тај идентитет реално престао да постоји. Закони и забране могу бити апарати који га одржавају између живота и смрти, одлаже се констатовање смрти, али он никада више неће трчати по пашњацима и брати прве љубичице. Срећом, премиса је погрешна, па су погрешни и закључци изведени над њима: нити идентитет зависи од ћирилице, нити је на нестајању.</div>
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Флоскуле о ћирилици као сржи српског идентитета потпуно су празне и бесмислене, њихова једина снага је у бескрајном понављању кроз нападе панике који се око ње глуматају: оне стварног садржаја немају. Објективно гледано, ћирилица је произвољна особина актуелног идентитета српског етникума. Као и неизбројиво мноштво других особина. Од којих вероватно њих хиљаду неће дочекати сутрашњи дан а да то нико неће приметити: јер култура је у сталној промени. Субјективно и симболично, ћирилица је оно што сваки појединачни субјект, и групе субјеката, од ње начине. Етницистима она тако и јесте симбол сопственог идентитета, али зато што су они одлучили да је тако себи представе. Здрав идентитет покушава да упозна себе, своје симболе, своје карактеристике, ток сопствене промене - укупност ових аспеката и њихових међусобних веза: он се не фиксира на неколико извиканих симбола и хистерију коју производи око њих. Здрав идентитет је у миру са својим садржајем, на основу њега одређује своје циљеве и њиме се помаже како би те циљеве постигао. Идентитет, или део идентитета, који запада у хиперпродукцију значења и значаја произвољног малобројног скупа симбола - болестан је. Треба му помоћи да оздрави. Али до тада му не треба дозволити да утиче на одлуке, да усмерава развој заједнице, да је трује бесом, страхом, пројектованом неуротичном стварношћу.</div>
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Неспорно је да ћирилица иде ка нестајању, и да ћирилицу не може да спаси држава. Чињеница да латиницу користи већи број језика са којима се срећемо, да и наш језик писан њоме може разумети већи број људи, али и то што наша провинцијалност себе успоставља у односу на евроамеричку цивилизацију, чије је писмо латиница, чини да латиница осваја улогу основног писма - док ћирилица добија статус реликта прошлости, вештачки одржаваног у животу. Нестанак ћирилице јесте непожељан исход, али није исход који било кога угрожава.</div>
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Говорим ово не јер се равнодушно мирим са губитком ћирилице, већ управо из супротоног разлога. Мислим да атмосфера створена око ћирилице доприноси њеном губитку. И драма, и поларизација, и притисак на појединца, осуда, и везивање судбине ћирилице за једну, притом штетну идеологију, идеологију конфликта. Неопходан услов за опстанак ћирилице је да се ослободи овог терета. Да престане да буде последње што нас чини Србима, сламка која нас одваја од утапања у безличност. Тек тада ће о ћирилици моћи да се мисли хладне главе, практично, прагматично, да се без теорија завере и без сувишних страсти препознају прави разлози њеног нестајања и осмисле начини да се овај процес преокрене. Тек када жеља да нас читају и они који наш језик не зову српским не буде наилазила на осуду и мржњу, овај и други стварни разлози за нестајање ћирилице ће бити реално препознати, а онда ће моћи и да се решавају. </div>
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Ако у томе успемо, ако питање ћирилице из ирационалног, патолошког дискурса параноје и принуде преведемо у дискурс консензуса, анализе и позитивне акције, ја сам оптимиста када је о опстанку ћирилице реч. Тада ћемо моћи и да осмислимо конкретне акције којима можемо допринети опстајању ћирилице, и тек тада ће такве акције бити на здрав и одржив начин прихваћене од довољног броја људи. Неколико примера таквих конкретних акција, тек као илустрација како би то могло да изгледа:</div>
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<li style="text-align: justify;">брендирање ћирилице као важне тековине светске кутуре, и поготову као важне тековине западне цивилизације насупрот садашњем статусу искључиво српске, изразито незападне културне црте - наравно, не одричући јој истовремену припадност православном словенском свету;</li>
<li style="text-align: justify;">рад на разбијању заблуде да је ћирилица српско писмо и да латиница то није,</li>
<li style="text-align: justify;">израда софтвера који ће повећати присуство ћирилице на интернету, попут екстензије за Хром која латинични текст приказује у ћирилици и обратно, и одговарајућих пандана за друге претраживаче интернета - електронски медији омогућују једноставно повећање присуства ћирилице на интернету, које треба на ненаметљив, ненасилан начин, али у што већој мери искористити,</li>
<li style="text-align: justify;">опуштање правописног притиска, али и регулисање проблема транскрипције имена из страних латиничних писама у нашу ћирилицу - писање ћирилицом и читање ћирилице треба учинити што једноставнијим и ефикаснијим, поготову у погледу садржаја узетих из енглеског, немачког, француског, шпанског, италијанског језика,</li>
<li style="text-align: justify;">популаризација чињенице да је двоазбучност предност, да деца која науче два писма осим што касније лако уче и друга писма, и језике писане оним двама која су научили, још и брже напредују у општијим когнитивним капацитетима - ћирилицу не треба супротстављати латиници: оне су близанци који могу добро да функционишу заједно,</li>
<li style="text-align: justify;">пореске олакшице за издаваче и медије који своје најпопуларније текстове и емисије реализују уз употребу ћирилице - ћирилица има мање тржиште, а економски фактори су најупорнији и на овом пољу.</li>
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Хајде да се потрудимо да ћирилица остане једно од два наша писма. Хајде да то чинимо осмишљено, рационално, аналитично, сврсисходно, искрено, ради саме ћирилице. Хајде да то чинимо на начин који то може да постигне, а не на начине који служе заједљивом испољавању етницизма и конзервативизма. Да ћирилица не буде тачка поделе, разлог осуде и агресије, сврха забране, већ да буде заједнички успех, медијум и резултат размене мишљења и пример афирмативне акције у интересу целог друштва. Ако заиста желимо да наша ћирилица настави да живи, у томе ћемо и успети, а ако не желимо, ако се делимо на оне који је злоупотребљавају ради својих примитивних циљева и побуда и на оне који дистанцирање према овима првима проширују и у равнодушност према нестајању ћирилице, онда је и за нас и за њу боље да нестане, што пре.</div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com6tag:blogger.com,1999:blog-9218788430542765012.post-39243952634831418012017-01-31T19:05:00.001+01:002022-01-07T19:03:17.654+01:00Kultura sakupljača i opisivača<div dir="ltr" style="text-align: left;" trbidi="on">
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Na programu master studija filologije, na modulu za jezik, držim kurs koji se zove Metodologija lingvističkih istraživanja. Kurs sam osmislio sa ciljem da nadoknadi veliki nedostatak u razumevanju pojma nauke i naučnog istraživanja sa kojim većina studenata dođe do master studija, i da pomognem da u svet nauke, u koji ovaj nivo studija ima cilj da ih uvede, niko ne uđe bez makar najosnovnije predstave o tome šta je naučno istraživanje. Najkonkretniji rezultat treba da bude da njihovo mastersko istraživanje i rad kojim o njemu izveštavaju pokaže osnovnu informisanost o naučnom metodu. Stvarni rezultat kursa je drama. Završi se time da studenti razviju dezorijentisanost, nesigurnost i strah od master rada, sam kurs doživljavajući kao nerazumljivo odbacivanje svega što su ikad naučili da čini nauku kojom žele da se bave, i gubeći sve nade da će ikada završiti sa ispitnim obavezama na tom predmetu. Na kraju to nekako završe, ali najčešće ostajući jednako zbunjeni, i ne ostvarivši uspeh koji su od sebe navikli. Ali zbunjenost je podnožje nauke, valjda je i to neki rezultat.</div>
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Kurs počinjem uvek tako što pitam studente da makar okvirno saopšte kojim naučnim problemima će se baviti u master radu. Dobijem odgovore tipa: ja bih da se bavim onomastikom, na primer, imena u nekom selu. Ili: ja bih iz istorije jezika, na primer, govor nekog pisca kog mi profesorka da i onda da opišem njegov jezik. Ili pak: istraživaću poslovice, ali ne u standardnom jeziku, nego u nekom dijalektu (sa logikom da su poslovice u standardnom jeziku dovoljno istražene ili manje zanimljive - iako poslovice u standardnom jeziku ustvari ne postoje, budućida je u pitanju folklorna forma).</div>
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Onda ih pitam da mi navedu bar jedno naučno, teorijsko, pitanje na koje će njihovo istraživanje dati makar deo odgovora. I oni kažu: na pitanje kakva su imena u određenom selu, kakve su poslovice u određenom dijalektu. Objasnim da su to empirijska, a ne teorijska pitanja, pitanja koja pitaju kakvo je stanje pojedinačnih konkretnih stvari u svetu, ne pitanja koja pitaju kako su one povezane, i zašto. Da empirijska pitanja postaju naučna tek onda kad odgovaraju na neko naučno relevantno teorijsko pitanje. Onda objasnim da je teorijski zanimljivo pitanje zašto voda kada se greje isparava, ili zašto životinje imaju paran broj nogu, ili ako ćemo lingvistički primer, zašto jezici koji razviju bogat padežni sistem uglavnom izgube član, kakva je interakcija između akcenta glagola i njegove morfologije. </div>
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Ponovo tražim da formulišu teorijsko pitanje. Dobijem odgovor: uporedila bih imena u dva sela, ili uzela bih poslovice u kojima je nosilac značenja životinja. I šta je onda teorijski zanimljivo pitanje? Pa kako se razlikuju imena u dva sela; kakvo značenje životinja u poslovicama nosi. Onda ostavimo teorijska pitanja za kasnije, kada prođemo lekcije koje se bave naučnim metodom uopšte i naučnim metodom u lingvistici. U okviru tih lekcija, detaljno se pozabavimo naučnim pitanjima, razlikom empirijskog i teorijskog, svrhom naučnog metoda, prođemo mnoge primere naučno zanimljivih pitanja u nauci uopšte, u lingvistici, hipoteza koje na njih nude odgovore, predikcija tih hipoteza, testiranja ovih predikcija. Predstavimo metode modelovanja u semantici, sintaksi, fonologiji, kvalitativne i kvantitativne.</div>
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Onda ponovo postavim pitanje: šta ćete istraživati, o čemu ćete pisati u master radu, i kog naučnog pitanja se vaše istraživanje tiče - i dobijem iste odgovore. U međuvremenu čujem od kolega: bili su mi studenti sa master programa, kažu predavao si im da istorija jezika i dijalektologija nisu nauke.</div>
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Ja ovde ne sporim da sam loš predavač - loš ili ne, pitanje koje me interesuje je zašto je uopšte potreban dobar predavač da studente nauči zanimljivim pitanjima, zašto i najgori mogući predavač nije dovoljan da im tek pomogne da naučna pitanja koja prirodno sede u njihovim glavama, prepoznaju i o njima govore. Naučna pitanja su stvar instinkta, stvar radoznalosti, ona su u svima nama od najranijeg detinjstva, naročito u onima koji pokazuju nameru da se bave naukom time što se upišu na program master studija. Naučna pitanja je teško suzbiti u sebi, teško ih je preskočiti, zameniti dosadnim pitanjima o tome koja konkretno imena se daju u jednom gradu ili selu. Šta je ta pitanja u ovim mladim ljudima zatrpalo, umrtvilo, potislo ih van domašaja podsticaja i provokacije da ih nađu i saopšte?</div>
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Lingvistika postavlja mnoštvo uzbudljivih pitanja o tome šta je čovek, kako je nastao, kako se razlikuje od drugih životinja; šta je misao, odakle ona čoveku; o tome kakvim algoritmom barata naš mozak kada stvara gramatične izraze, zašto svi jezici sveta pokazuju neke zajedničke osobine, zašto se jezik menja, zašto je podložan varijaciji, kako se jezici usvajaju i kako se zaboravljaju. Lingvistika je nauka koja proučava jezik kao opštu pojavu tako što istražuje mnoštvo konkretnih činjenica: svaki jezik nudi brojne empirijske zagonetke čije objašnjenje je korak ka objašnjenju dubljih osobina jezika, čoveka, sveta. Proučavanje našeg jezika, kao i proučavanje jezika cez, ili jezika halkomelem, ili finskog, značajno je za razumevanje jezika kao biološke, psihološke, socijalne i prirodne pojave. Obrazac ponašanja koji pokazuje naša imenica <i>obrazovanje </i>da se akcentuje na prvom slogu kada znači proces oformljenja nekog predmeta ili tela, a na pretposlednjem kada dobije specifično, pomereno značenje, i bude sinonim reči edukacija, govori nam nešto o tome kako fukcioniše čovekov mentalni leksikon, kako se pamte i grade reči, pa i kako naš mozak obrađuje informacije.</div>
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Ali u Srbiji, među ljudima koji kao svoj poziv ističu proučavanje srpskog jezika, lingvistika nije nauka. Ona se, kako je oni praktikuju, može razložiti u dve velike kampanje. Jedna je propisivanje velikog i neprikosnovenog zakonika o tome šta u našem jeziku jeste ispravno a šta nije. O njoj sam dovoljno pisao u ranijim blogovima. Druga je kampanja opisivanja i popisivanja svega što postoji, a nekako se vezuje za srpski jezik. Pogotovu opisivanja imaginarnih dijalekata (koji se prema tom shvatanju jednom opišu, i onda su večno opisani), oličenih u jeziku nekakvih zamišljenih baba s planine koje nikad nisu napuštale svoja sela niti imale kontakte sa ljudima koji govore iole drugačije nego one, koje nose neku suštinu opisivanog dijalekta, njegov drevni praizvor. Nije cilj opisati jezik kakav jeste, u kontaktima, u menjanju, u varijacijama, već razdeliti dijalekatski kontinuum u potpuno proizvoljne parcele i za svaku od njih opisati njen nepostojeći iskonski ideal.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Smisao ovog opisivanja je groznica etničkog identiteta: svaki mogući milimetar i trenutak svakog mogućeg aspekta postojanja etnikuma treba opisati jer tako opisujemo i od zaborava čuvamo atavističko jezgro identiteta tog etnikuma. Jedan srbista sa strepnjom u glasu saopštava drugom, ili svojim studentima: "Govor Medoševca još nije opisan". Nedostaje u zbirci opisa našeg jezika. Ako ga uskoro ne opišemo, možda ćemo ga zauvek izgubiti. Da li će selo nestati? Ne. Da li će ljudi u njemu prestati da govore? Ne. Ali možda nestane nepismenih izolovanih baba, i tako nam zauvek izmakne esencijalni medoševački, a ostane samo neki zaprljani, zagađeni, promenljivi.</div><div style="text-align: justify;">Ali zamislimo da se zaista uspe da se u svakom selu Srbije pronađe po deset izolovanih baba, i opiše njihov govor. Da li tada posle kraja istorije proglašavamo i kraj dijalektologije? I kada tih baba zatim nestane, da li tada dijalekti prestaju da postoje? I šta ćemo onda raditi sa tih desetak hiljada dijalekatskih opisa, čemu će oni služiti? Da li će ih neko čitati? Da li će neko iz njih učiti kako da ispravno govori svoj dijalekat? Da li će oni ostati kao svedočanstvo čistog srpstva koje je nekad postojalo, a onda nestankom izolovanih baba prestalo da postoji? Najzad, da li je uopšte moguće iz jednog srbističkog opisa dijalekta rekonstruisati taj dijalekat?<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4mhSyI1cz0RS4gD4my4nn7k9wamJ3v3pfypRXEdd26sYmAnQJjNeOzpwFpLdYiv5hYh7VhW0kCldP6GxjFLl4yRCjJ5quzRjJUXKms1yRv4byeZ7FYerXltRaGtMiGptTkZCHR-AcSZbv/s1600/FutilityTwo.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4mhSyI1cz0RS4gD4my4nn7k9wamJ3v3pfypRXEdd26sYmAnQJjNeOzpwFpLdYiv5hYh7VhW0kCldP6GxjFLl4yRCjJ5quzRjJUXKms1yRv4byeZ7FYerXltRaGtMiGptTkZCHR-AcSZbv/s320/FutilityTwo.jpg" width="320" /></a></div>
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<div style="text-align: justify;">Ne samo što ne postoje dijalekatske esencije koje izumiru sa babama, ne samo što su dijalekti prinudne apstrakcije a ne realni objekti, ne samo što su u vremenskom i prostornom rasipanju, ne samo što je zbirka opisanih dijalekata sama po sebi potpuno beskorisna i bezvredna dok se ne stavi u kontekst opštih naučnih pitanja o jeziku - već opis govora nije ni moguć bez prethodnog donošenja nekih teorijskih i metodoloških izbora. Bez prethodnog odgovaranja na neka opštija teorijska pitanja. Bez određenja pojmovnog aparata (glagol, padež, pitanje, slog, akcenat), bez izbora da li opisujemo unutrašnje jezičke strukturne osobine ili njihovu interakciju sa upotrebom jezika - sa našim namerama, sa efektima komunikacije, sa kuturnim i socijalnim parametrima. Teorijska pitanja tako i prethode opisu jezika, i predstavljaju njegovu svrhu, njegov krajnji cilj. Naivna slika o čistom opisu, o opisu radi opisa, o opisu radi nacionalnog bića, mera je naučne zabludelosti čitavog jednog naučnog polja u našoj državi.</div><div style="text-align: justify;">
Ova situacija, nastala mutacijom romantičarskog oduševljenja narodnim stvaralaštvom, etnicističke opsednutosti svojom etničkom zajednicom, i hijerarhijom i poltronstvom kao jedinim principima organizacije srbističke zajednice, specifična je za lingvistiku (i nauku o književnosti), i u drugim se disciplinama (čak ni u etnologiji - valjda jer se tamo razlikuju etnologija i etnografija) ne ispoljava. Nijedan naš fizičar ne misli da je cilj njegove nauke da izmeri sve fizičke veličine u svojoj državi, ili u svom narodu. Niti ijedan naš biolog misli da je cilj njegove nauke da popiše sve životinje, biljke, gljijve, alge koje žive u njegovoj državi, ili narodu. Naši epidemiolozi se bave i mikroorganizmima koji prete (i) drugim državama. Naši matematičari proučavaju brojne odnose i geometrijske oblike koji postoje i u drugim narodima i kulturama. Njih sve interesuju opšti zakoni koji važe u njihovim naukama, svi oni dele ista istraživačka pitanja kao njihove kolege u Belgiji ili Indoneziji.</div>
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I dok se studenti hemije ili političkih nauka bave uzbudljivim naučnim pitanjima, dok uče da nam nauka pomaže da razumemo svet oko sebe i u sebi, studentima srpskog jezika i književnosti se mozak intenzivno ispira sakupljačkim fanatizmom: toliko je toga još neopisano, još nesakupljeno, tolika imena ulica, glagoli u romanima ovog pisca, izrične rečenice u pesmama onog, govori tolikih sela. Čita se literatura zasnovana na teorijski neosmišljenom opisivanju, pišu se isti takvi seminarski i diplomski radovi, slušaju se predavanja na kojima ovakav pristup lingvistici stoji kao jedini koji je uopšte moguće da postoji.<br />
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Nemojte otići i nekome reći kako tvrdim da su sakupljanje i opisivanje loši po sebi. To su važni aspekti lingvističkog dodira sa empirijom, sa svojim predmetom proučavanja. Loše je kada se sakupljanje i opisivanje postave kao cilj. Oni su sredstvo, i moraju da budu određeni nekim opštijim naučnim ciljem. Neko teorijsko pitanje mora da oblikuje način prikupljanja empirijskih podataka i izbor podataka koji se prikupljaju. U fizici merimo magnetni fluks predmeta kad prethodno neka hipoteza predvidi da će biti u vezi sa gustinom magnetnog polja, površinom tela i uglom između nje i magnetnih sila. Ili da fluks jednog predmeta stupa u tačno određeni tip interakcije sa fluksom drugog. Neće prosto krenuti da mere i zapisuju sve fizičke veličine koje se mogu izmeriti za sve predmete i pojave koji nas okružuju - i svako novo stanje koje se uspostavi smatrati kontaminiranim i manje vrednim.<br />
<br />Do upisa master studija, studentima srpskog jezika uspešno je izbrisano svako sećanje na radoznalost, na uzbuđenje, naučno ushićenje - kada je u pitanju jezik. Jezik tamo gde su se oni obreli traži vojnike, robote, zombije, koji opisuju radi opisivanja, neselektivno, sve što miriše na jezik i moglo bi se opisivati, koji klasifikuju u nesistematične kategorije oput Fukoovih besnih pasa i životinja koje pripadaju caru, i nadaju se da jednog dana steknu hijerarhijsku poziciju koja će im omogućiti da malo i propisuju. Da im se prizna autoritet da određuju kako se ima govoriti, i da sprovode nadzor nad narodom da to i čini. Istinska nauka o jeziku za njih je strašilo, bauk, koji je s mukom proteran iz njihovog zabrana, i sada vreba iz tame, to im je potisnuto sećanje na vreme kada su bili slobodni, ali kada nisu bili deo svete zajednice opisivača i sakupljača, mrlja iz prošlosti koju kriju i od sebe i od drugih. Bauk koji stoji između onoga što opisuju i onoga što se propisuje, i preti da zapita: zašto ono što opisujemo toliko izmiče onome što propisujemo? </div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com3tag:blogger.com,1999:blog-9218788430542765012.post-13600545870512568952017-01-03T17:44:00.002+01:002017-01-03T19:00:46.385+01:00Optimalna osnovica standarda iz ugla tipologije i istorije jezika<div dir="ltr" style="text-align: left;" trbidi="on">
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Jezički tipovi i evolucija jezika</h4>
Jedna od linija po kojima je naš jezik podeljen jeste i linija jezičkog tipa prema morfo-sintaksičkoj strukturi. Jezici se po ovom kriterijumu grubo dele na flektivne jezike poput indoevropskih, u kojima reči nastavcima (ređe prefiksima) grade kompleksni sistem morfoloških oblika, korenske poput mandarinskog (jezici gde svaka reč ima samo jedan oblik), aglutinativne poput baskijskog (koji spajaju čitave reči u nove reči i nove oblike) i polisintetičke poput jupika (koji grade izuzetno velike reči, složenošću i semantikom često ravne rečenicama), a naš jezik pokriva raspon od izrazito flektivnih novoštokavskih dijalekata, preko oslabljeno flektivnih staroštokavskih (uključujući kajkavski i neke dijalekte čakavskog za one koji ove govore smatraju delom našeg jezika) do analitičkih torlačkih dijalekata, koji u nekim domenima pokazuju aglutinativne i korenske osobine (na primer <i>ne kažu</i> najviši nego <i>naj(-)visok</i>, ne kažu <i>čitati</i> nego <i>da čitam</i>, ne kažu <i>detetu</i> nego <i>na dete</i>). Naš zvanični standardni jezik (zvanični standardni ovde stoji suprotstavljeno spontano ustanovljenim standardnim jezicima) zasnovan je na najflektivnijem polu naših dijalekata. Imajući u vidu da je dizajn standardnog jezika verovatno najmoćnije sredstvo jezičkog inženjeringa - da taj izbor može imati uticaj na stanje u živim govorima i njihov razvoj - ovo otvara pitanje kakve su posledice ovog izbora za naš standard, naše govorno područje i budućnost našeg jezika. Kao i da li bi bilo bolje da za osnovicu standarda uzmemo neki drugi dijalekat.<br />
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Početkom 19. veka, misao vodećih lingvista poput braće Šlegel, Šlajhera i Bopa prožeta je idejom da su flektivni jezici poput indoevropskih razvijeniji od drugih jezika. Ukrštena sa teorijom evolucije, ova ideja je otvorila mračnu stranicu u razvoju lingvistike, od rasističkih teorija koje su kulminirale u okviru nacističke Nemačke do Marovog preslikavanja između jezika i društvenog sistema.<br />
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Naučni razvoj lingvistike u dvadesetom veku, pogotovu rad nemačko-danskog lingviste Ota Jespersena, brzo je doveo do definitivnog razdvajanja socijalno-ekonomskih, rasnih i genetskih parametara od tipa jezičke struture. Svaka etnička skupina i svako društveno uređenje kompatibilni su sa svakim strukturnim tipom jezika. Jespersenov rad pogotovu je jasan u ovom pogledu: on pokazuje da je promena u jeziku ciklična, i da jezici kroz istoriju ne prolaze nikakvu evolutivnu, kvalitativnu promenu. Radije, u pitanju je kružno premeštanje funkcionalnog opterećenja: u jednom periodu veći teret u jezičkoj strukturi nosi morfologija, u drugom sintaksa, u trećem fonologija, a ista dinamika postoji i u pogledu drugih podela jezika na nivoe i domene. Engleski je tako danas jezik minimalnog udela inflektivne morfologije, blizak u mnogim aspektima analitičkim i korenskim jezicima, ali je uprkos tome lingua franca gotovo čitavog sveta, pogotovu u oblasti tehnologije, nauke i ekonomije. Romanski jezici su tokom poslednjih dve hiljade godina ubrzanog tehnološkog razvoja prešli put od infleksijski izuzetno bogatog latinskog koji je reprezentativan za stanje svih ovih jezika na prelasku iz stare u novu eru, do značajno siromašnijih italijanskog, francuskog, rumunskog. Čak i nemački jezik na kome su ideje lingvista 19. veka građene, danas je gotovo u potpunosti izgubio padežni sistem - okosnicu bogate flektivne morfologije. Zapravo, još je Wilhelm fon Humboldt primetio da ako ozbiljno shvatimo priču o flektivnim jezicima kao jezicima visoko razvijenih zajednica, onda bi se od njemu poznatih indoevropskih jezika starogrčki morao smatrati vrhuncom razvoja ljudske zajednice, kao flektivno najbogatiji jezik, daleko bogatiji od jezika koji su u Humboldtovo vreme vladali svetom: nemačkog, francuskog, engleskog, španskog.<br />
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U svakom slučaju, stav većine lingvista danas je da promena jezika od flektivnog ka aglutinativnom ili od korenskog ka polisintetičkom nije evolutivna promena, u smislu da od jedne vrste nastaje druga, već predstavlja dnamiku varijacije, gde ista pojava varira u sopstvenom prostoru slobode između različitih mogućih sopstvenih realizacija. Zajednica koja govori korenskim jezikom nema tendenciju za bilo koju vrstu tehnološke, političke ili kulturne razlike u odnosu na zajednicu koja govori flektivnim jezikom.<br />
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Da li to znači da je svejedno na kom dijalektu gradimo zvanični standardni jezik? U ovom tekstu želim da iznesem viđenje prema kojoj relevantne razlike ipak postoje. Ali naravno, da bi se razlike prepoznale i uporedile, potrebno je najpre odabrati sistem vrednosti na čijoj pozadini poredimo, odnosno identifikovati ciljeve koje želimo da postignemo. Nauka sama je u ovom pogledu neutralna: ona prepoznaje zakonitosti, objašnjava ih, i poredviđa moguće opcije s obzirom na okolnosti. U primeni pak, ona traži da joj se odrede ciljevi. Krenimo i ovde tim putem.<br />
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Kvalitet ili kvantitet</h4>
Ovde iznosim svoje lične stavove o jezičkoj promeni, koji su trenutno na nivou spekulacije, deduktivne pretpostavke još neproverene na detaljnijim empirijskim podacima. U literaturi o jezičkoj tipologiji i dijahroniji, donekle slična razmatranja nude Haspelmat iz tipološkog i Trudgill iz sociolingvističkog ugla, ali sličnosti su još relativno grube.<br />
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Smatram da se jezička promena može u velikoj meri objasniti delovanjem i sukobljavanjem dveju sila: težnje da jednim jezikom govori što brojnija zajednica, i težnjom da nivoi gramatike što ravnomernije učestvuju u raspodeli informacijskog sadržaja.<br />
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Prva sila nastaje usled demografskog rasta i geografskog širenja ljudskih zajednica, uključujući i rezultate imperijalnih i kolonijalnih konstrukcija. Velike zajednice, velike države, obično su multinacionalne, multietničke, a čak i kada jedan isti jezik uključuje veliki broj govornika - on teži formiranju većeg broja dijalekata koji se s vremenom sve više udajavaju jedni od drugih. Ovo neminovno dovodi do situacije intenzivnog međujezičkog kontakta i ptrebe za komunikacijom među govornicima različitih jezika. Poznato je da ova situacija obično rezultira procesima kreolizacije: ustanovljuje se jezik zajednički za čitavu skupinu, pretežno zasnovan na dominantnom izvornom jeziku međusobne kominikacije, ali sa značajnim razlikama u gramatici - obično u pravcu analitične strukture, kakvu u ekstremnom obliku ispoljavaju aglutinativni i korenski jezici. Takav je slučaj sa afrikansom, sa jamajčanskim i haićanskim kreolom, sa kreolom ostrva Makao i svim drugim jezicima ovog tipa. Takav je slučaj i sa visoko analitičkim jezicima balkanskog jezičkog saveza, kojima pripadaju i naši torlački govori, kojima naginju naši staroštokavski dijalekti, i za koje Hinrichs tvrdi da takođe treba da budu posmatrani kao kreolski jezici.<br />
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Kreolizacija, posredovana u sporijim i blažim slučajevima težnjom analitizmu, a u drastičnijim pidžinizacijom (gubljenjem svake gramatičke strukture), obično umanjuje morfološku kompleksnost jeziko koji zahvata, što amortizuje povećanom kompleksnošću pre svega sintaksičkog, donekle fonološkog nivoa. Reči gube (delove) svoje paradigme, a značenje koje su izražavali izgubljeni oblici preuzimaju posebne funkcionalne reči i sintaksičke konstrukcije (često delimično ikoničke prirode, poput reduplikacije). Rečenice postaju duže: jezik pravi kompromis sa ekonomijom, sa efikasnošću.<br />
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Ekonomija u jeziku, dakle, vuče u suprotnom smeru. Ona teži kraćoj rečenici, kompaktnijem pakovanju informacije, ravnomernijoj raspodeli takozvanog funkcionalnog opterećenja: stepena iskorišćenosti različitih domena jezika, pogotovu gramatike. Dok ravnomerno funcionalno opterećenje tako uključuje i značajno opterećenje morfologije, ona direktnija ekonomija oličena u kompaktnijem, kraćem izrazu, u manje utrošenog vremena i energije za njegov izgovor, teži i kkoncentraciji kompleksnosti na morfološkom nivou.<br />
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Prema ovakvom stavu, ekonomija će učiniti da se jezik koji se tokom dužeg period razvija bez izraženijeg rasipanja po dijalektima ili kontakta sa drugim jezicima, pre ili kasnije razvije do nivoa polisintetičkog jezika. Ovo se upravo očekuje među ostrvskim zajednicima i drugim narodima u uslovima izolovanosti i ograničenih resursa - što i jesu tipični uslovi u kojima postoje polisintetički jezici. U manje savršenim uslovima - na primer u jezički homogenim zajednicama sa umerenim jezičkim kontaktom nastaće jezici flektivne morfologije. U jezicima sa više kontakta i dijalekatski razuđnijim jezicima nastaće aglutinativni i korenski sistemi.<br />
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Šta je dobro, a šta loše?</h4>
Obe ove tendencije, tendencija kompleksnijoj morfologiji u interesu efikasnosti i tendencija prostijoj morfologiji radi funkcionalnosti jezika u većoj zajednici, očigledno su pozitivne u okolnostima u kojima postoji naš jezik, s obzirom da njime govori zajdnica od gotovo dvadeset miliona ljudi.<br />
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Velika zajednica govornika, izmešanost sa govorniima drugih jezika, širenje uticaja engleskog jezika, faktori su koji podstiču kreolizaciju. Otud konstantno i relativno brzi širenje balkanističkog uticaja ali i razvoj istih osobina u govorima koji balkanizmima nisu obuhvaćeni ali jesu meta kreolizacije - poput zagrebačkog govora na susretu kajkavskih i novoštokavskih uticaja. Ovaj proces je unekoliko usporen time što smo za osnovicu zvaničnog standarda izabrali najflektivniju varijantu, te institucije države donekle pariraju silama kreolizacije.<br />
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U postojećim uslovima, očekuje se nastavak tendencije sužavanja novoštokavskog područja i širenja govora nosilaca analitičkih tendencija. Izbor drugačije osnovice standarda mogao bi da ubrza ovaj proces. Dalje usporavanje teško da bi bilo moguće. Koja je opcija bolja? Zavisi šta želimo.<br />
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Nacionalistima bi u interesu bio prelazak na analitičku osnovicu standarda. Na duži rok, ona zajednica koja prva uvede analitički standard mogla bi da računa na budućnost u kojoj se i na susednim teritorijama koristi ovakav jezik, i u kojima će na osnovu standardnog jezika moći da pretenduje na ove govornike.<br />
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Sa druge strane, nacionalisti su obično konzervativci, a konzervativci su po definiciji protiv menjanja standarda. Jezik je i jednima i drugima jedan od najvažnijih komponenti etničkog identiteta, te ima status svetinje i ne sme se menjati. Dodatno, promena standarda bi prema naivnom tumačenju konzervativaca ali i nacionalista, ugrozila kontinuitet sa dosadašnjim kulturnim blagom zajednice. Moj je utisak da ovakav sentiment prevladava među nacionalistima i konzervativcima, što je i očekivano s obzirom nan jegovu iracionalnu i nelogičnu prirodu, te da uprkos logici nacionalnog interesa ne treba očekivati da posegnu za promenom standarda.<br />
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Zainteresovanima za opstanak jezika koji pripada svim njegovim govornicima u interesu je jako prisustvo analitičkih varijeteta. Oni su bolje prilagođeni broju govornika i količini međujezičkog kontakta, i bolje odgovara zahtevima zajednice. Ovo je potvrđeno geografskim širenjem analitičkih govora.<br />
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Prelazak na analitički standard ima i tu prednost da bi značajno olakšao učenje standarda govornicima koji ne dolaze sa teritorije njegove dijalekatske osnovice. S obzirom na širenje analitičkih tendencija, sve veći broj govornika mora da uči teško naučivi flektivni standard. Sa analitičkim standardom, imali bismo sve manji broj ljudi koji standard moraju da uče, i oni bi pritom učili lakše naučivi analitički varijetet.<br />
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Centralni, i veoma jak argument u prilog zadržavanja visoko flektivnog standarda za mene je u njegovoj efikasnosti - u njegovom ekonomičnom pakovanju informacija. I ukoliko bi se nekakav balans između takvog standarda i nadirućeg analitičkog vernakulara mogao održati, meni bi on bio najbolje rešenje. Naravno, pod uslovom da prevaziđemo nasilne i diskriminatorske obrasce ponašanja svojstvene aktuelnim samozvanim braniocima novoštokavskog standarda, i posvetimo više naučno zasnovane pažnje problemima raslojenosti našeg jezika.</div>
Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0tag:blogger.com,1999:blog-9218788430542765012.post-45293026260170419092016-12-29T23:17:00.001+01:002022-01-09T22:22:58.604+01:00Rodno ravnopravan jezik<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>Strategija dopunjavanja rodnih parova imenica: <i>gubitnik </i>i <i>gubitnica</i></b></div>
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Žena i muškarac nisu ravnopravni u našem društvu ili u gotovo bilo kom drugom. Nisu ravnopravni ni u jeziku. To nije stvarnost kakvu želimo, i prirodno je da tražimo način da je promenimo. Da bismo našli efikasan način, moramo se potruditi da što bolje razumemo problem.</div>
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Možda sam kao lingvist subjektivan, ali moj je utisak da je daleko najveći deo napora na prevazilaženju rodne neravnopravnosti uložen u to da se promeni situacija u jeziku. Pretpostavka je da jezik oblikuje čovekov um i vrednosti čovekovog društva, i da ćemo menjajući jezik menjati i celokupnu situaciju. U jeziku se uglavnom prepoznaje samo jedan rodni problem: prevladavanje imenica muškog roda u domenu termina sa značenjem titula i zanimanja, pogotovu kada je reč o onim prestižnim. <i>Akademik</i>, <i>rektor</i>, <i>mudrac</i> su muškog roda, <i>kafe-kuvarica</i>, <i>čistačica</i>, <i>sponzoruša</i> ženskog. Ovo ne samo da reflektuje društvenu stvarnost u kojoj su akademici, rektori i mudraci samo jako retko ženskog, a kafe-kuvari(ce), čistači(ce) i sponzoruše još ređe muškog pola, već i sugeriše takvu generalizaciju i onome koji sa njom inače nije upoznat. Osnovna strategija borbe za rodnu jednakost u našem i mnogim drugim društvima je skovati i aktivno koristiti termine <i>akademica</i>, <i>rektorka</i>, <i>mudrakinja</i>, kao i <i>kafe-kuvar</i>, (već postojeće) <i>čistač</i> i <i>sponzoruš</i> ili <i>sponzoraš</i>. Dok ostvarujemo tu strategiju, naša je savest umirena jer činimo ono što možemo, i pitanje je vremena kada će naš trud uroditi plodom. U pitanju je višestruka zabluda. U ovom tekstu baviću se pitanjima zašto je ova strategija promašena i šanse da ima kontrefekat su veće nego da postigne ono čemu je namenjena, kakva je priroda rodne neravnopravnosti u jeziku, kakva je veza između nje i rodne neravnopravnosti u društvu, koji su preduslovi za rodno ravnopravni jezik i kako do njega doći.</div>
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Strategija popunjavanja rodnih parova je neuspešna jer srž rodne neravnopravnosti jezika nije u rečima i njihovom rodu. I kada izvedemo novu reč u ženskom rodu, na primer <i>rukovodilica</i>, <i>stručnjakinja</i>, <i>trenerica</i>, ona često zvuči upadljivo, čak neprirodno. Dužom učestalom upotrebom ovaj osećaj će za svaku od tri navedene reči nestati, ali će uvek biti tu kod novih reči koje izvedemo istim modelom. Samim tim, on će uvek biti prisutan kroz neke reči, i govoriće nam da je upadljivo i neprirodno da žena bude psiholog, stručnjak i trener. Ponekad, kao u slučaju imenice <i>trenerica</i>, smetnja (u ovom slučaju rezervisanost te reči, kao i reči <i>trenerka</i>, za drugačije značenje) će biti tolika da ženski termin neće ni zaživeti, već će biti zamenjen zaobilaznim, poput <i>istruktorka fitnesa </i>ili <i>koordinatorka treninga</i>. Ali ovo ni približno nije srž problema.</div>
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Srž problema je u tome da je struktura jezika suštinski zasnovana na opoziciji između markiranog i nemarkiranog. Tako je u jeziku jednina nemarkirana prema množini (nastavak za jedninu kod imenice <i>puž </i>je nulti, a nastavak za množinu je <i>-evi</i>), nominativ je nemariran u odnosu na druge padeže (<i>korak </i>prema <i>korak<u>om</u></i>), a ono što zovemo muškim rodom je neutralno u odnosu na ono što zovemo ženskim (<i>mlad učitelj</i> prema <i>mlad<u>a</u></i> <i>učitelj<u>ica</u></i>). Zbog prirode jezičke strukture nije moguće imati u jeziku muški i ženski rod, a da bar jedna vrednost ne bude markirana. Drugim rečima, jezik sa obeležjem roda ne može biti ravnopravan: u patrijarhatu će svojom strukturom promovisati muškarca, u matrijarhatu ženu.</div>
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Delovanje dubinske pristrasnosti jezika je mnogo neprimetnije, ali i mnogo robusnije od onoga što vidimo u terminima za titule i profesije. Kada u jeziku načinimo subjekat sa članovima više od jednog roda, glagol će se složiti u muškom rodu: <i>Baba i deda su razgovarali</i> (ne može <i>razgovarale</i>), <i>Dečaci i devojčice su se igrali</i> (ne može <i>igrale</i>). Zamenice <i>ko</i>, <i>neko</i>, <i>svako</i>, <i>iko</i>, <i>poneko</i> i druge, čak i kada je poznat pol mogućih referenata, slažu se u muškom rodu. Na primer, nastojnica ženskog manastira će znajući da je samo žena mogla da zalije cveće reći: <i>Neko je zalio cveće</i> (ne može <i>Neko je zalila cveće</i>). Kada ne imenujemo vršioca radnje koji je u množini, reći ćemo <i>Išarali su mi ogradu</i> - čak i ako znamo da su to učinile žene; rekavši <i>Išarale su mi ogradu</i> više ne bismo bili neodređeni u pogledu vršioca radnje.</div>
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Pritom je zabluda i da termini muškog roda označavaju samo muškarce. Da je tako, to bi značilo da u našoj predstavi gušter ne može biti ženka. I obratno, kada bi imenice ženskog roda označavale samo individue ženskog pola, žirafa, zmija ni sova ne bi mogle biti muškog pola. Zapravo, <i>čuvar</i> označava i muškog i ženskog čuvara, <i>inžinjer</i> i muškog i ženskog inžinjera. Zato je moguće reći <i>Viši kustos (Milka Petrović) je zamolila da joj se hitno javite</i>. U ruskom jeziku, koji je vrlo blizak našem u pogledu roda, čak je moguće reći (njihovu varijantu rečenice) <i>Naš<u>a</u> kustos je zamolila</i>... Problem uopšte nije u semantici ovih reči - problem je u njihovoj pragmatici. Iako imenica <i>kustos </i>može označavati i muškarca i ženu, kada je izgovorimo - prva pomisao nam je muškarac. Nemarkirano značenje imenice muškog roda odnosi se na muškarca; kada označava ženu, upotrebljena je sa markiranom interpretacijom. Nemarkirano značenje imenice ženskog roda odnosi se na ženu, iako i ona može označavati muškarca: kada čujemo <i>babica </i>prvo pomislimo na ženu, kada čujemo <i>akušer </i>na muškarca, dok ostatak semantike ostaje isti i obe imenice se u principu odnose na isti skup ljudi.</div>
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Ova polna neisključivost, uz difolt interpretaciju vezanu za rod imenice, važi samo za imenice koje ne predstavljaju oblike izvedene radi označavanja posebnog roda. Tako <i>direktor </i>označava i muškarca i ženu, ali <i>direktorka</i>, imenica izvedena za referisanje na ženske direktore, označava samo ženu. <i>Predsednik </i>označava muškarca ili ženu, ali <i>predsednica </i>samo ženu. <i>Lisica </i>označava i ženku i mužjaka, ali <i>lisac </i>označava samo mužjaka. <i>Direktorka</i> ima značenje <i>direktor i pritom žena</i>, <i>predsednica</i> ima značenje <i>predsednik i pritom žena</i>, <i>lisac</i> znači <i>lisica i pritom mužjak</i>. Ovo ima značajne posledice za strategiju dopunjavanja rodnih parova kao vid borbe za ravnopravnost. Kada imenicu <i>kardiolog </i>dopunimo imenicom <i>kardiološkinja</i>, nismo izbegli asimetriju. <i>Kardiolog</i> i dalje označava i muškarce i žene, a <i>kardiološkinja</i> označava samo žene. Možemo reći <i>Moj kardiolog je žena</i> i <i>Moj kardiolog je muškarac</i>, ali ne <i>Moja kardiološkinja je žena</i>, niti <i>Moja kardiološkinja je muškarac</i>. Problem je u tome da <i>moja kardiološkinja </i>znači <i>moj kardiolog i pritom žena</i>, pa je okvalifikovati je kao ženu redundantno, a kao muškarca kontradiktorno. To dovodi do paradoksalnih konteksta, kao <i>Moj kardiolog je žena</i>, gde informaciju o ženskom polu referenta možemo preneti samo ako upotrebimo imenicu u muškom rodu. Ovde strategija dopunjavanja parova i u najbukvalijem smislu mora da ustukne. Sve i da ne ustukne, sve i da se može dosledno primeniti, ostaje činjenica da ona koliko jezički legitimizuje ženu kao nosioca titula, funkcija, profesija, toliko i pojačava efekat markiranosti ženskog roda.</div>
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<b>Rodno ravnopravan jezik</b></div>
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Ako će svaki jezik koji ima muški i ženski rod biti rodno neravnopravan jezik, ima li izlaza? Ima li načina da jezik bude rodno ravnopravan? Naravno da ima. Jezici koji nemaju kategoriju klasifikacije imenica, kao što su mađarski i turski, ili jezici koji imenice klasifikuju po drugim semantičkim klasama, kao što su bantu i mandarinski, imaju osnov da budu rodno ravnopravni. U njima nijedno gramatičko obeležje ne uspostavlja semantičku vezu sa polom, što zači da gramatika takvih jezika ne nosi nikakvu asimetriju vezanu za pol.</div>
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To ne znači da su mađarski, turski, mandarinski i bantu rodno ravnopravni jezici, jer i oni oslikavaju u svojoj strukturi i u svojoj leksici patrijarhalnu prirodu društva. Da li u ovim jezicima strategija dopunjavanja rodnih parova imenica može dovesti do ravnopravnog jezika? Nažalost, bojim se da čak ni to nije slučaj.</div>
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Razlog je što je jezik sistem izuzetne kompleksnosti i izuzetno velike ukupne količine podataka (treba misliti o kompleksnoj gramatici kao i o mentalnom leksikonu od prosečno pedesetak hiljada reči, od kojih svaka nosi brojna gramatička obeležja i bogato konceptualno značenje). Uvođenje dve stotine ženskih termina će možda manifestovati volju društva da postane ravnopravnije, ali neće mrdnuti jezik ni za milimetar, kamoli promeniti ga toliko da onda on promeni društvo.</div>
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Čitavo ovo rezonovanje zasniva se na nerazumevanju odnosa jezika i društva. Jezik se neprestano prilagođava društvu. One je u tom odnosu uvek pasivan, on jeste sredstvo koje enkodira kulturu, i onda je prenosi novim generacijama, ali on prenosi samo ono što iz kulture preslika. Društvo i kultura se menjaju, a jezik ih prati sa nekoliko koraka zakašnjenja. Jezik uvek oslikava neko prošlo stanje, i uvek je u sustizanju sadašnjeg. U naše vreme, društvene promene su brže, i zato je kašnjenje jezika veće. Današnji jezik osliava društvenu stvarnost od pre u proseku stotinak godina: u nekom domenu više, u nekom manje. Usled svoje kompleksnosti, usled svoje ogromne mase, jezik se ne može menjati brže nego što se menja, i jaz između njegove strukture, između njegovih dubinskih odraza kulture, i same te kuture, postaje veći. Ali jezik svejedno prati promenu u društvu, on se ipak lagano prilagođava, lagano transformiše, i neminovno je da će sa našim <i>antropološkinjama </i>i <i>ekspertkinjama </i>ili bez njih jezik postati rodno ravnopravan. Ali samo pod uslovom da društvo to postane pre njega, i da zadrži tu osobinu dovoljno dugo. U takvim uslovima, jezik koji nosi kategoriju roda poput našeg, verovatno će je napustiti u korist neke druge klasifikacije, ili će izbrisati svaku imeničku leksičku klasifikaciju, i biće spreman za društvo jednakosti. Ne treba ga na to terati, on će to učiniti sam. Energiju umesto toga treba usmeriti na lokus problema: na samo društvo i njegove institucije.</div>
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<b>Rod i ravopravnost</b></div>
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Strategija dopunjavanja rodnih parova imenica otkriva još neke neravnopravnosti. Na primer, postoji neravnopravnost između ženskih nastavaka <i>-ka</i> i <i>-ica</i>: prvi je ruralan, drugi je otmen. Profesorica je finija od profesorke, doktorica je elegantnija od doktorke, direktorica je umerenija od direktorke. Koren ove asimetrije leži u drugoj, dubljoj. Nastavak <i>-ka</i> je karakterističniji za južne i istočne dijalekte, njega delimo sa bugarskim i makedonskim. Nastavak <i>-ica</i> je češći u severnim i zapadnim govorima. A na ovoj liniji deluje druga nejednakost: govori severa i zapada su pravilni, lepi, prefinjeni, govori istoka i juga sve ono suprotno.</div>
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I zapravo nijedna jezička opozicija, pa ni ona u rodu, ne može da opstane bez makar još jedne vrednosne dihotomije na koju se preslikava. Problem sa titulama i profesijama ne bi bio problem da nije socijalne neravnopravnosti bogatih u odnosu na siromašne, obrazovanih u odnosu na neobrazovane, severa u odnosu na jug, poželjnih moralnih obrazaca u odnosu na nepoželjne: da neki od ovih termina nisu prestižni, a drugi stigmatizovani. I dok su neke od ovih vrednosnih opozicija neophodne za funkcionisanje zajednice, neke ni to nisu. A i one koje jesu, verovatno bi svoju funkciju vršile i sa malo manjom distancom između polova.</div>
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Ovo samo potcrtava činjenicu da borbu za ravnopravnost po jednoj dimenziji nije moguće voditi izolovano od drugih: ravnopravnost je cilj ka kome se mora težiti globalno, emancipacijom svih diskriminisanih kategorija, i samo tada će imati kakve-takve šanse na makar delimičan uspeh.</div>
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Bobanhttp://www.blogger.com/profile/14438592703569133738noreply@blogger.com0