Scientific output
Scientific output
In order to present an excellent scientific output of UKF projects leaders and their associates, the table below shows number of publications, professional books/chapters and conference abstracts/technical reports.
39 UKF projects were implemented from 2013 until the end of 2018 (38 projects within “Research Cooperability” Program and 1 project within “Young researchers and professionals” Program) and so far 208 articles have been published in peer-reviewed journals or journals declared equal to peer-reviewed journals (A1 category); out of which 189 are in peer-reviewed journals with Impact Factor (IF), also 41 chapters in professional books were published.
Out of 208 scientific articles some have been published in highest ranked journals such as "Nature physics"; "Nature Immunology"; “Immunity”, "Nano Letters"; "Embo Journal" or "Nature Communications".
Table: Results by 38 projects within three calls of the “Research Cooperability" program“ and 1 project within “Young researchers and professionals" Program
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)
QUALITY OVERVIEW OF PUBLISHED ARTICLES IN PEER-REVIEWED JOURNALS RELATED TO IMPACT FACTOR - IF (for journals with IF) AND PER SCIENCE FIELD
1. NATURAL SCIENCES - out of 133 articles in peer-reviewed journals, 132 have been published in journals with IF
Physics - all 88 articles are published in peer-reviewed journals with IF:
- 40 articles IF < 5
- 39 articles 5 < IF < 11 (Physics Letters B, Journal of Materials Chemistry A, Physical Review Letters)
- 9 articles IF > 11 (Nature Communications, Nano Letters, Nature Physics, Nature Nanotechnology)
Geophysics - 15 articles with peer-review and with IF:
- 11 articles IF < 4
- 4 articles IF > 4 (Geophysical Research Letters, Scientific Reports)
Chemistry - all 15 articles in peer-reviewed journals with IF:
- 6 articles IF < 4
- 7 articles 4 < IF < 6
- 2 articles IF > 10 (EMBO Journal, Nature Communications)
Biology - out of 14 articles with peer-review, 13 are in journals with IF:
- 8 articles IF < 4
- 5 articles IF > 4
2. TECHNICAL SCIENCES - 27 articles in peer-reviewed journals, out of which 23 in journal with IF
Electrical engineering – out of 19 articles with peer-review, 18 are in journal with IF
- 10 articles IF < 4
- 8 articles IF > 4 (IEEE Transactions on Cybernetics)
Computing – 2 articles in journal with IF
Civil engineering - 3 articles in journal with IF
3. BIOMEDICAL AND HEALTH SCIENCES - 40 articles in peer-reviewed journals, out of which 27 in journals with IF
Basic medical sciences - 25 articles in peer-reviewed journals, out of which 22 in journals with IF:
- 10 articles IF < 5
- 9 articles 5 < IF < 11
- 3 articles IF > 21 (Nature Immunology, Immunity)
Clinical medical sciences - 12 articles in peer-reviewed journals, out of which 9 have been published in journals with IF:
- 5 articles IF<3
- 4 articles IF>3
4. BIOTECHNCAL SCIENCES - 5 articles in peer-reviewed journals, out of which 3 have been published in journals with IF:
Agriculture – 3 articles in journal with IF
5. HUMANITIES - 6 articles in journals equal to peer-reviewed journals (category A1)
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