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Rapidno opadanje konkurentnosti

 
 
Hrvatska za znanost izdvaja svega 0,02 posto proračuna! Toliko se EU-ova dobije novca za samo jedan projekt! U zadnjih pet godina izdvajanja za znanost su smanjena za polovicu. Sramotno! - istaknuo je, među ostalim, potpredsjednik Sabora akademik Željko Reiner u izlaganju uime Kluba zastupnika HDZ-a. Godišnje izvješće Hrvatske zaklade za znanost bila je, naime, tema današnje rasprave odnosno ugovorne obveze za 500 projekata u 2015. No projekcije proračuna ne slijede dogovorene kvote znanstvenih projekata.
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
Željko Reiner
 
Akademik Reiner preciznim je argumentima upozorio da aktualna vlast stalnim „rezanjima“ potpora za znanost nanosi štetu i znanosti i znanstvenicima. Teško je očekivati konkurentnost, ako se ima u vidu da razvijene EU države za znanstvena istraživanja izdvajaju preko tri posto BDP-a, dok je u Hrvatskoj - uslijed „rada“ Milanovićeve vlade - nemoguće utvrditi točan postotak. Jedino se zna da je on - ispod jedan posto! Izlaganje akademika Reinera možete pogledati u cijelosti, a u nastavku donosimo ključne poruke:
 
Zaklada za znanost je u 2014. iz proračuna dobila 79 milijuna kuna. Jer, njena uloga je da proračunskim novcem financira hrvatsku znanost. No, ovaj iznos ima udio u BDP-u 0,02 posto! Za sve znanstvene projekte u Hrvatskoj se, dakle, izdvaja 0,02 posto?! To je novac, primjerice, koji dobije jedan znanstveni projekt u EU. Kad govorimo o znanstvenim istraživanjima, nitko u ovom trenutku ne zna koliko se novca izdvaja. Negdje stoji da je 0,6 posto BDP-a, drugdje 0,8. A prosjek EU je - dva posto! Slovenija pak izdvaja preko dva posto. Razvijene države EU, poput Finske, čak preko tri posto!
 
Ovo se ne može zvati ozbiljnim financiranjem znanosti. S ovako niskom izdvajanjima za znanost - kako itko može pomisliti da hrvatska znanost može biti konkurentna? Je li realno očekivati da će projekti koji su financirani s 250.000 kuna rezultirati objavom znanstvenih radova u vrhunskim svjetskim časopisima? To su, naime, nerealna očekivanja. Cijena neulaganja u znanost platit će se u godinama koje dolaze, a posebno će tu cijenu platiti mladi znanstvenici. I oni koji su imali rezultate u prošlim godinama, već za dvije godine neće ih imati! U odnosu na prije pet godina, sredstva za znanost smanjena su za polovicu! Sredstva za doktorande za - deset puta. 
 
Akademik Reiner u replikama se osvrnuo, također, na izrazito mala izdvajanja za znanost. Upozorio je da bi rebalansom proračuna trebalo osigurati više novca za znanstvene projekte. - Sramotno je premalo financiranje znanstvenih projekata u Hrvatskoj u 2014, ali, nažalost, i u ovoj godini. Uskoro će biti rebalans proračuna - odlučivat će se gdje će sredstva biti usmjeravana. Premalo se, nažalost, financiraju projekti u znanosti!
 
Tko god ima imalo pojma kako se dolazi do europskih znanstvenih fondova, onda zna da je novce nevjerojatno teško dobiti. U pravilu se stvaraju konzorciji od 10 do 15 vrhunskih institucija. Oni pripremaju projekte godinu dana, a samo jednom od njih se projekt odobri. Ne postoji, dakle, nijedna zemlja u Europi koja se oslanja samo na europske fondove u financiranju vlastitih znanstvenih projekata.
 

http://www.hdz.hr/vijest/iz-sabora/video-sramotno-je-da-se-za-znanost-izdvaja-svega-002-posto-bdp

Sveučilište u Zagrebu je najodgovornije za optimalne kriterije izbora

 
 
Nedjelja 12. srpnja bio je ponovno veliki dan za Sveučilište u Zagrebu. Tijekom proteklog razdoblja između dviju promocija, Hrvatska je dobila novih 404 doktora znanosti. Vjerujem da su mladi ljudi ali i neki stariji, uložili veliki trud da dostignu naziv doktora znanosti. Otvoreno je pitanje je li za njih sve ima trajnih radnih mjesta. Ne mogu svi ostati raditi na sastavnicama Sveučilišta. Koliko njih će morati potražiti svoj kruh negdje drugdje? Neki će to lako ostvariti.
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://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRz4AjAv6uRXNaBi0tqZtNPTT-OPKEt33LjTNElgOc2aFM_cIC2
Za one koji će ostati na Sveučilištu postavlja se pitanja kako će oni napredovati. I tu je Hrvatska temeljito podijeljena. Jedni su zatravljenici Ai-kriterijima. Samo bi brojili radove i za to plaćali sve više i više. Da im vlasnici banaka podataka o radovima udare žig. Drugi slijede Deklaraciju DORA o kojoj je iscrpno višekratno pisano za ovaj portal kao i Lajdenski manifest. Na toj liniji, a potaknut komentarom hep.-th. M. Dorešića o znanstvenicima i znanstvenim osobnostima (HF, 10. srpnja 2015.) predlažem nove kriterije napredovanja.
 
Preispitati postojeće kriterije
 
To su IC-kriteriji. Natjecatelj napiše popis radova, izdvoji nekoliko od njih za podrobniju analizu Povjerenstva. Međutim to su samo pomoćni kriteriji. Osnovni je program rada u narednom izbornom razdoblju. Dovoljno je stranica teksta da se vidi može li natjecatelj nešto doprinijeti razvoju visokog obrazovanja i znanosti, ne samo konkretnim istraživanjima, već razvojem područja, laboratorija, radom u okruženju područja na kojem djeluje itd. To su IC-kriteriji.
 
Na usvajanju Ai-kriterija, brojenja radova, neki su radili pola stoljeća, neki sada moćni također rade već vrlo dugo. Sveučilište u Zagrebu pripada skupini od 3 do 4 posto najboljih sveučilišta u svijetu i treba otvoriti raspravu, hoće li prihvatiti Ai-kriterije, razmisliti o deklaraciji DORA i Lajdenskom manifestu. Ili će razmotriti i IC-kriterije koji u sebi sadrže neke stare načine izbora. Provjereno dobre. Ali će time izbiti ekstraprofit bazama podataka u rukama nekoliko najmoćnijih. A koje su potrebne za Ai-kriterije.
 
Stvarno je dosta dopisivanja autora na tekstove zbog potrebnog broja radova. Treba vidjeti jesu li novi istraživači pogodni da unaprjeđuju svoje područje djelovanja, a ne samo da sudjeluju u mainstream istraživanjima pod vodstvom drugih. Novi ljudi, nove ideje, a ne nastavak tuđih.
 

Prof. Igor Čatić

Umna djelatnost na području razvoja tehnologije složenija je i zahtjevnija i od najdubljih teorijskih i eksperimentalnih aktivnosti na području fundamentalnih znanosti

 
 
U tekstu „Riba smrdi od glave“, objavljenog  petak, 26. lipanj 2015. http://www.hrvatski-fokus.hr/index.php/znanost/14012-riba-smrdi-od-glave napisao sam: „…Bio je to kraj težnji za međunarodnim kriterijima u znanosti pa tako i u visokoj naobrazbi, a stjecanje doktorata omogućeno je i bez ijednog objavljenog rada s međunarodnom recenzijom, dok su kriteriji srozani na razinu pravilnika na pojedinim fakultetima. Moramo li se tome čuditi kada za rektora Svučilišta biramo osobu koja je bila samo prosječni student FER-a, a na Filozofskom fakultetu postavlja se za dekana profesor pedagogije koji nema niti jednog znanstvenog rada CC ranga. Zato nije čudno da nam u Lijepoj našoj niču sveučilišta kao gljive poslije kiše, a burza rada drži vrata širom otvorena!“
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
Iz komentara mojeg teksta pod naslovom ''Raspisujem natječaj da mi netko odgovori koliko CC radova vrijedi izbor za stipendistu Zaklade Alexander von Humboldt'' (http://www.hrvatski-fokus.hr/index.php/znanost/14120-znanstvene-osobnosti-i-znanstvenici) uvaženog gospodina profesora Igora Čatića, a u svezi s izborom rektora i dekana na Zagrebačkom sveučilištu, može se definitivno zaključiti da nam je država neuređena čak i u području znanosti i visokog obrazovanja. U svijetu, posebno na Zapadu, uvijek se u akademskim krugovima govori o znanosti i tehnologiji, science and technology ('the application of scientific knowledge for practical purposes, especially in industry'), s naglaskom i na jedno i na drugo da bi se posebno podcrtalo da su to dvije odvojene, ali i povezane djelatnosti ljudskog uma. Pod znanošću (science) podrazumijeva se fundamentalna-temeljna znanost, a pod tehnologijom (technology) se misli , pojednostavljeno rečeno, na primjenu temeljnih znanja, s tim da je od temeljnih znanja do primjene dalek put. Tko te dvije stvari ne razlikuje mora kad tad pobrkati lončiće. No nije samo to bitno. Razlika je i u načinu vrednovanja jednog i drugog. Za znanost su mjerodavne publikacije u časopisima s međunarodnom recenzijom, tzv. CC časopisima, mjerodavna je citiranost pojedinog znanstvenog rada, pa impact parametar itd., itd. To su svjetski kriteriji. Naravno, jedan Einstein ne bi pri tom baš najbolje prošao tvrde neki. Ali to je za njih slaba utjeha. On nije samo iznimka koja potvrđuje pravilo, on je i više od toga jer taj kvaziargument protiv spomenutih kriterija u vrednovanju znanstvenog rada upravo izriču oni kojima ti kriteriji i nisu previše dragi i koji ih ne ispunjavaju. Ali ni Einstein po tim kriterijima ne bi loše prošao, dapače on bi sa svojim radovima imao enormnu citiranost koja bi se brojila desetcima tisuća, jer je poznato da se briljanti mjere u miligramima, a smeće u tonama.
http://www.theage.com.au/ffximage/2007/06/13/FUTURE_SHOCK_wideweb__470x250,0.jpg
Za tehnologiju je važno nešto drugo, a to su patenti, inovacije... Mislim da ne treba pojašnjavati na koji način se oni vrjednuju. Oni su vrlo često tajna pojedinih centara tehnološkog razvoja, ali i meta industrijske špijunaže. Pritom treba naglasiti da je umna djelatnost na području razvoja tehnologije složenija i zahtjevnija često i od najdubljih teorijskih i eksperimentalnih aktivnosti na području fundamentalnih znanosti, a da ne govorimo o njenoj gospodarskoj i opće društvenoj koristi. Dapače suštinski je prevažno tehnološki doprinos kvalitetno vrednovati, ali na drugačiji, gore spomenuti način, pa je stoga deplasirano prigovarati uspostavljenim svjetskim kriterijima vrjednovanja u znanosti.
 
Naši uvaženi znalci iz tog područja u našem nesređenom društvu s nesređenim sustavom vrijednosti vole se ipak 'kititi' sa znanstvenim titulama iako su protiv svjetskih kriterija koji su podloga istih tih titula. U uređenim društvima točno se zna što su to društveno humanističke struke i čemu služe, koliko u društvu trebaju biti poželjno zastupljene, kao što se i znade što je to fundamentalna znanost, a što tehnologija. Kod nas vlada kaos u tom smislu, a u kaosu se lovi u mutnom i zato imamo 'društvenjački ideologizirano' društvo. To ne bi bilo toliko strašno kad se na pogrešan nesrazmjeran način ne bi dijelio i 'financijski znanstveni kolač'. Na temelju izrečenog može se jedino zaključiti da smo u našoj akademskoj zajednici glede znanosti i tehnologije promašili 'ceo fudbal', jer željeli bi neki igrati u madridskom 'Realu', a ne mogu ni u HNL-u.
 

hep.th. Miroslav Dorešić, zamjenik ministra prosvjete 1998./1999.

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