Welcome to AD Scientific Index. 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.   Click here for individual or institutional registration.

Total 3 scientist
* Total H IndexRankings
World Rank
1,890,246
Country Rank
45,617
Institution Rank : 163
France
Benaïchouche Simon
mathématiques appliquées
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
2
2
1.000
* Total H IndexRankings
World Rank
1,893,713
Country Rank
45,678
Institution Rank : 164
France
Giovanni Lo Bianco
Combinatorics
Optimisation
Constraint Programming
Random Graphs
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
2
2
1.000
* Total H IndexRankings
World Rank
1,936,079
Country Rank
46,440
Institution Rank : 165
France
Théo Giraudon
Deep Learning
Computer Vision
Partial Differential Equations
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
2
2
1.000
* Total H Index Rankings
Rankings
1,890,246
France
45,617
163
Benaïchouche Simon
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
2
2
1.000
* Total H Index Rankings
Rankings
1,893,713
France
45,678
164
Giovanni Lo Bianco
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
2
2
1.000
Combinatorics
Optimisation
Constraint Programming
Random Graphs
* Total H Index Rankings
Rankings
1,936,079
France
46,440
165
Théo Giraudon
H-Index Metrics
Total
Last 6 Years
Last 6 Years / Total
2
2
1.000
Deep Learning
Computer Vision
Partial Differential Equations