Statistika STP II
Zadnje izmjene travanj 2020.
Razvoj UKF-ovih programa u okviru Prvog (STP I) i Drugog (STP II) projekta tehnologijskog razvoja
Statistikom Fonda "Jedinstvo uz pomoć znanja" želimo pomoću indikatora prikazati preliminarne rezultate naših programa postignutih u okviru Drugog projekta tehnologijskog razvoja (STP II). Preliminarni su u smislu da odražavaju postignuto u šest godina financiranja 38 projekata u okviru programa „Znanstvena suradnja“, jednog projekta u okviru programa „Mladi znanstvenici i stručnjaci“ te 20 projekata u okviru programa "Povezivanje znanstvenika i stručnjaka". Statistika koja je rađena za projekte financirane u okviru Prvog projekta tehnologijskog razvoja (STP I) obuhvaća četverogodišnje razdoblje te se u tom razdoblju provodilo tri programa („Znanstvena suradnja“, „Mladi znanstvenici i stručnjaci“ i „Povezivanje znanstvenika i stručnjaka“). Sredstva uložena u projekte u okviru STP I iznose 37.251 milijuna kuna, a sredstva koja su uložena u projekte u okviru STP II iznose 35.759 milijuna kuna.
Broj programa i projekata u okviru STP I
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)
Broj programa i projekata u okviru STP II
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