The international independent ranking organisation AD Scientific Index is more than an ordinary "Ranking". The "AD Scientific Index" analyses the academic work of scientists using the H-index, i10 index and number of citations, and provides results that can be used to evaluate the productivity and efficiency of individuals and institutions. In addition to ranking according to "total H-index" for individuals and institutions, you can also see the ranking and analyses according to "last 6 years H-index", "total i10 Productivity index", "last 6 years i10 Productivity index", "total citations" and "last 6 years citations" only in "AD Scientific Index". See also: Subject Rankings, University Subject Rankings and  Universities Rankings 2024 (Sort by: Last 6 years H Index).   Click here for individual or institutional registration.

Total 2 scientist
H-Index Rankings
University / Institution:
# 2
Country:
# 1,830
Region:
# 113,449
World:
# 311,062
H-Index
Total:
26
Last 6 Year:
15
Last 6 Year/Total:
0.577
i10 Index
Total:
63
Last 6 Year:
24
Last 6 Year/Total:
0.381
Citation
Total:
3,277
Last 6 Year:
969
Last 6 Year/Total:
0.296
H-Index Rankings
University / Institution:
# 63
Country:
# 32,726
Region:
# 556,785
World:
# 1,735,331
H-Index
Total:
3
Last 6 Year:
0
Last 6 Year/Total:
0.000
i10 Index
Total:
0
Last 6 Year:
0
Last 6 Year/Total:
0
Citation
Total:
28
Last 6 Year:
0
Last 6 Year/Total:
0.000
AD Scientific Index - World Scientists Rankings - 2024 H INDEX i10 INDEX CITATION
University /
Institution
Country Region World Name Country University / Institution Subject Total Last 6 year Last 6 year/total Total Last 6 year Last 6 year/total Total Last 6 year Last 6 year/total
2 1,830 113,449 311,062
Russia Russia Moscow Power Engineering Institute Moscow Power Engineering Institute Natural Sciences / Mathematical Sciences

partial differential equations - numerical mathematics |

26 15 0.577 63 24 0.381 3,277 969 0.296
63 32,726 556,785 1,735,331
Russia Russia Moscow Power Engineering Institute Moscow Power Engineering Institute Natural Sciences / Mathematical Sciences

functional analysis | partial differential equations |

3 0 0.000 0 0 0 28 0 0.000