i10 Productivity
Rankings

Université de Poitiers ScientistsNatural Sciences / Mathematical Sciences i10 Productivity Rankings 2024

Productivity Rankings is a unique service offered only by “AD Scientific Index”. This is a ranking system derived from the i10 index in order to show the productivity of the scientist in publishing scientific articles of value. Productivity Rankings is an instrument that lists productive scientists in a given area, discipline, university, and country and can guide the development of meaningful incentives and academic policies. The world rankings, regional rankings, and university rankings of scientists in this table are developed based on the total i10 index. Click for "last 6 years' i10 index"Also see: Universities Rankings 2024 (Sort by : Total i10 Index)  and Universities Rankings 2024 (Sort by : Last 6 Years i10 Index)

i10 Productivity Rankings
University / Institution:
# 9
Country:
# 1,199
Region:
# 19,151
World:
# 53,685
i10 Index
Total:
153
Last 6 Year:
91
Last 6 Year/Total:
0.595
H-Index
Total:
46
Last 6 Year:
28
Last 6 Year/Total:
0.609
Citation
Total:
7,614
Last 6 Year:
3,207
Last 6 Year/Total:
0.421
i10 Productivity Rankings
University / Institution:
# 134
Country:
# 16,690
Region:
# 191,644
World:
# 525,954
i10 Index
Total:
25
Last 6 Year:
23
Last 6 Year/Total:
0.920
H-Index
Total:
17
Last 6 Year:
16
Last 6 Year/Total:
0.941
Citation
Total:
926
Last 6 Year:
744
Last 6 Year/Total:
0.803
i10 Productivity Rankings
University / Institution:
# 136
Country:
# 17,022
Region:
# 195,400
World:
# 536,561
i10 Index
Total:
25
Last 6 Year:
11
Last 6 Year/Total:
0.440
H-Index
Total:
16
Last 6 Year:
11
Last 6 Year/Total:
0.688
Citation
Total:
1,544
Last 6 Year:
567
Last 6 Year/Total:
0.367
i10 Productivity Rankings
University / Institution:
# 200
Country:
# 24,261
Region:
# 289,550
World:
# 816,608
i10 Index
Total:
13
Last 6 Year:
8
Last 6 Year/Total:
0.615
H-Index
Total:
11
Last 6 Year:
9
Last 6 Year/Total:
0.818
Citation
Total:
427
Last 6 Year:
237
Last 6 Year/Total:
0.555
Equations différentielles
Equations paraboliques
Méthodes de bifurcations
i10 Productivity Rankings
University / Institution:
# 212
Country:
# 25,202
Region:
# 302,492
World:
# 854,912
i10 Index
Total:
12
Last 6 Year:
4
Last 6 Year/Total:
0.333
H-Index
Total:
11
Last 6 Year:
6
Last 6 Year/Total:
0.545
Citation
Total:
341
Last 6 Year:
108
Last 6 Year/Total:
0.317
i10 Productivity Rankings
University / Institution:
# 226
Country:
# 26,857
Region:
# 325,582
World:
# 926,101
i10 Index
Total:
10
Last 6 Year:
4
Last 6 Year/Total:
0.400
H-Index
Total:
10
Last 6 Year:
6
Last 6 Year/Total:
0.600
Citation
Total:
369
Last 6 Year:
110
Last 6 Year/Total:
0.298
i10 Productivity Rankings
University / Institution:
# 235
Country:
# 27,891
Region:
# 340,235
World:
# 970,474
i10 Index
Total:
9
Last 6 Year:
1
Last 6 Year/Total:
0.111
H-Index
Total:
9
Last 6 Year:
5
Last 6 Year/Total:
0.556
Citation
Total:
243
Last 6 Year:
85
Last 6 Year/Total:
0.350
i10 Productivity Rankings
University / Institution:
# 315
Country:
# 39,536
Region:
# 524,703
World:
# 1,598,797
i10 Index
Total:
1
Last 6 Year:
1
Last 6 Year/Total:
1.000
H-Index
Total:
3
Last 6 Year:
3
Last 6 Year/Total:
1.000
Citation
Total:
26
Last 6 Year:
26
Last 6 Year/Total:
1.000
numerical analysis
partial differential equations
Scientific computing
Geophysical fluid mechanics
i10 Productivity Rankings
University / Institution:
# 331
Country:
# 41,195
Region:
# 548,897
World:
# 1,705,551
i10 Index
Total:
1
Last 6 Year:
0
Last 6 Year/Total:
0.000
H-Index
Total:
6
Last 6 Year:
6
Last 6 Year/Total:
1.000
Citation
Total:
64
Last 6 Year:
57
Last 6 Year/Total:
0.891
AD Scientific Index - World Scientists i10 Productivity Rankings - 2024 i10 INDEX H INDEX CITATION
University 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
9 1,199 19,151 53,685
France France Université de Poitiers Université de Poitiers Natural Sciences / Mathematical Sciences

EDP |

153 91 0.595 46 28 0.609 7,614 3,207 0.421
134 16,690 191,644 525,954
France France Université de Poitiers Université de Poitiers Natural Sciences / Mathematical Sciences

Statistique |

25 23 0.920 17 16 0.941 926 744 0.803
136 17,022 195,400 536,561
France France Université de Poitiers Université de Poitiers Natural Sciences / Mathematical Sciences

Control Theory | Modeling | Simulation | Fractional Calculus |

25 11 0.440 16 11 0.688 1,544 567 0.367
200 24,261 289,550 816,608
France France Université de Poitiers Université de Poitiers Natural Sciences / Mathematical Sciences

Numerical analysis of partial differential equations |

13 8 0.615 11 9 0.818 427 237 0.555
212 25,202 302,492 854,912
France France Université de Poitiers Université de Poitiers Natural Sciences / Mathematical Sciences

Equations différentielles | Equations paraboliques | Méthodes de bifurcations |

12 4 0.333 11 6 0.545 341 108 0.317
226 26,857 325,582 926,101
France France Université de Poitiers Université de Poitiers Natural Sciences / Mathematical Sciences

mathématiques |

10 4 0.400 10 6 0.600 369 110 0.298
235 27,891 340,235 970,474
France France Université de Poitiers Université de Poitiers Natural Sciences / Mathematical Sciences

géométrie discrète | validation de système temps réel |

9 1 0.111 9 5 0.556 243 85 0.350
315 39,536 524,703 1,598,797
France France Université de Poitiers Université de Poitiers Natural Sciences / Mathematical Sciences

Ophtalmology | retina | glaucoma | artificial inteligence | mathematics |

1 1 1.000 3 3 1.000 26 26 1.000
331 41,195 548,897 1,705,551
France France Université de Poitiers Université de Poitiers Natural Sciences / Mathematical Sciences

numerical analysis | partial differential equations | Scientific computing | Geophysical fluid mechanics |

1 0 0.000 6 6 1.000 64 57 0.891