Znanstvena produktivnost
Znanstvena produktivnost
Kako bismo pokušali prikazati i izuzetnu znanstvenu produktivnost voditelja projekata i njihovih suradnika, koji su sudjelovali u projektima, u tablicama ispod prikazali smo broj publikacija, stručnih knjiga/poglavlja u stručnim knjigama te radova u zbornicima skupova/tehnička izvješća.
U tablici su prikazani podaci za 39 UKF projekata koji su se provodili u periodu od 2013. do kraja 2018. godine (38 projekata financiranih u okviru Programa „Znanstvena suradnja“ te 1 projekt financiran u okviru Programa „Mladi znanstvenici i stručnjaci“) te je do danas izdano 208 članaka u časopisima s peer-reviewom (istorazinskom procjenom), odnosno časopisima koji su po vrsnoći izjednačeni sa časopisima s peer-reviewom (kategorija A 1), od toga 189 u časopisima s faktorom odjeka (IF). Također je objavljeno i 41 poglavlje u stručnim knjigama.
Od ukupno 208 znanstvenih publikacija neke su objavljene u časopisima s vrlo visokim faktorom odjeka kao što su "Nature Physics"; "Nature Immunology"; “Immunity”, "Nano Letters"; "Embo Journal", "Nature Communications" i "Nature Nanotechnology".
Tablica Rezultati 39 projekata - 38 projekata u tri natječaja u okviru Programa "Znanstvena suradnja" i 1 projekt u okviru Programa „Mladi znanstvenici i stručnjaci“
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PREGLED KVALITETE RADOVA U ČASOPISIMA S PEER-REVIEWOM PREMA FAKTORU ODJEKA - IF (za one časopise koji imaju IF) I PO POJEDINOM ZNANSTVENOM PODRUČJU:
1. PRIRODNE ZNANOSTI - 133 članka u časopisima s peer-reviewom, od toga 132 s IF:
Fizika - ukupno 88 publiciranih članaka u časopisima s peer-reviewom i IF:
- 40 članaka IF < 5
- 39 članaka 5 < IF <11 (Physics Letters B, Journal of Materials Chemistry A, High Energy Physics, Physical Review Letters)
- 9 članaka IF > 11 (Nature Communications, Nano Letters, Nature Physics, Nature Nanotechnology))
Geofizika - ukupno 15 članaka u časopisima s peer-reviewom i IF:
- 11 članaka IF < 4
- 4 članka IF > 4 (Geophysical Research Letters, Scientific Reports)
Kemija - svih 15 članaka u časopisima s peer-reviewom koji imaju IF:
- 6 članaka IF < 4
- 7 članaka 4 < IF < 6
- 2 članka IF > 10 (EMBO Journal, Nature Communications)
Biologija - od 14 članaka publiciranih u časopisima s peer-reviewom, 13 imaju IF:
- 8 članaka IF < 4
- 5 članaka IF > 4
2. TEHNIČKE ZNANOSTI - 27 članaka u časopisu s peer-reviewom, od toga 23 u časopisima s IF:
Elektrotehnika - od 19 članaka, 18 je u časopisima s IF:
- 10 članaka IF < 4
- 8 članaka IF > 4 (IEEE Transactions on Cybernetics)
Računarstvo – ukupno 2 članka u časopisu s peer-reviewom i IF
Građevinarstvo – ukupno 3 članka u časopisu s peer-reviewom i IF
3. BIOMEDICINA I ZDRAVSTVO - ukupno 37 članaka u časopisima s peer-reviewom, od toga 31 u časopisima koji imaju IF:
Temeljne medicinske znanosti - ukupno 25 članaka u časopisima, od toga 22 u časopisima koji imaju IF:
- 10 članaka IF < 5
- 9 članaka 5 < IF < 11
- 3 članka IF > 21 (Immunity, Nature Immunology)
Kliničke medicinske znanosti - ukupno 12 članaka u časopisima s peer-reviewom, od toga 9 u časopisu koji ima IF:
- 5 članaka IF < 3
- 4 članka IF > 3
3. BIOTEHNIČKE ZNANOSTI - 5 članaka u časopisu s peer-reviewom, od toga 3 u časopisima s IF:
Poljoprivreda – ukupno 3 članka u časopisu s peer-reviewom i IF
4. HUMANISTIČKE ZNANOSTI - ukupno 6 članaka u časopisima izjednačenim s časopisima s peer-review-om (kategorija A1).
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