Laboratoire Paul Painlevé
In research, Laboratoire Paul Painlevé stands highest in Physical Sciences (#6,352 of 12,888 worldwide) and Mathematics (#811 of 1,053 worldwide), 2022–2025. Relative to its size it is most specialised in Applied Mathematics and Mathematics — Applied Mathematics is 49.9× its share of world research.
- World rank, 2022–2025
- #11,697 of 28,054 · #11,273 all time
- Rank in France
- #470 of 1,422
- Research works
- 1.1k ▼ 12% vs 2013–17
- Citations
- 15k 13.5 per fractional work
- Top-10% rate
- 11.7% record average 16.5%
- Open access
- 57% world 28%
What is Laboratoire Paul Painlevé known for in research?
The fields where it stands highest, 2022–2025, ranked among every institution above the floor in each field.
| Field | World rank | Where that sits | Top-10% rate | Works | All time |
|---|---|---|---|---|---|
| Physical SciencesDomain | #6,352 of 12,888 | 10.5% | 120 | #6479 | |
| MathematicsField | #811 of 1,053 | 9.1% | 73 | #1137 |
Each strip is that field’s whole ranked pool, with the notch where Laboratoire Paul Painlevé sits in it, in the colour of the band that rank falls in. The track under the rate is the rate itself: it carries no world mark, because the world rate differs by field (from about 6% to 21% in this record).
What does Laboratoire Paul Painlevé specialise in?
Where its research is concentrated relative to its size: Applied Mathematics takes 49.9× the share of its output that it takes of world research.
- Applied MathematicsSubfield · 20.9 works50×
- MathematicsField · 73.0 works43×
Location quotient, a volume reading rather than an impact one. It surfaces small, lopsided specialities.
Field profile
Location quotient across every field it publishes in: outside the ring is more than an institution of this size would be expected to publish, inside it is less.
Rings at 0.5×, 1× and 2×. Widest outward: Mathematics, 42.6×. Every wedge is a field page.
- Mathematics 42.6×
- Physics and Astronomy 3.0×
- Economics, Econometrics and Finance 2.3×
- Computer Science 1.7×
- Decision Sciences 0.9×
- Chemistry 0.7×
- Engineering 0.6×
- Arts and Humanities 0.5×
- Earth and Planetary Sciences 0.4×
- Social Sciences 0.4×
- Health Professions 0.3×
- Environmental Science 0.2×
- Materials Science 0.2×
- Agricultural and Biological Sciences 0.2×
- Biochemistry, Genetics and Molecular Biology 0.2×
- Nursing 0.2×
- Energy 0.2×
- Psychology 0.1×
- Medicine 0.1×
- Business, Management and Accounting 0.1×
- Neuroscience 0.1×
Who are the top researchers at Laboratoire Paul Painlevé?
Ranked on the composite score, Rossana Tazzioli, Pierre Dèbes and Thomas Simon lead among researchers whose main affiliation is Laboratoire Paul Painlevé.
- 1 Rossana Tazzioli France · #254,879 worldwide 17 citations · 28 works
- 2 Pierre Dèbes France · #463,531 worldwide 22 citations · 22 works
- 3 Thomas Simon France · #609,153 worldwide 45 citations · 45 works
- 4 Christophe Biernacki France · #742,988 worldwide 149 citations · 56 works
- 5 Claire Chainais-Hillairet France · #857,375 worldwide 40 citations · 21 works
- 6 Ciprian A. Tudor France · #912,292 worldwide 142 citations · 72 works
- 7 Frédéric Bernicot France · #998,301 worldwide 60 citations · 35 works
- 8 Stephan De Bièvre France · #1,073,198 worldwide 63 citations · 32 works
- 9 Alexandre Sukhov France · #1,111,944 worldwide 52 citations · 40 works
- 10 Sophie Grivaux France · #1,122,982 worldwide 45 citations · 27 works
Which keywords describe research at Laboratoire Paul Painlevé?
By fractional works in 2022–2025, weighted toward what it does more of than the world: Cohomology, Holomorphic Functions, Symplectic Geometry, Weighted Spaces, Modular Forms, Composition Operators, Toeplitz Operators and Random Matrix Theory.
- Model Selection
- Langlands Conjectures
- Harmonic Analysis
- Parallel Computing
- Representation Theory
- Moduli Theory
- Ergodic Theory
- Dynamical Systems
- Monte Carlo Simulation
- Adaptive Mesh Refinement
- Heterogeneous
- Numerical Methods
- Fluid-Structure Interaction
- L-Functions
- Nonlinear Equations
- Deformations
- Random Matrix Theory
- Composition Operators
- Weighted Spaces
- Holomorphic Functions
- Cohomology
- Symplectic Geometry
- Modular Forms
- Toeplitz Operators
- Tropical Geometry
- Hom-Lie Algebras
- K-Theory
- Principal Component Analysis
- Porous Media
- Quantum Groups
- Multiscale Methods
- High-Order Schemes
- Number Theory
- Deformation Quantization
- Gromov-Witten Theory
- Poisson Manifolds
- Hypergeometric Functions
- Variable Selection
- Automorphic Forms
- Linear Differential Equations
Size is fractional works in 2022–2025 in the topics tagged with each word; colour is the word's share of this institution's work against its share of the world's. The 40 words are chosen for being large and distinctive. Each links to the topic it comes from most.
All 40 words, with their numbers
- Cohomology7▲ 109×2 topics
- Holomorphic Functions6▲ 178×2 topics
- Symplectic Geometry6▲ 109×2 topics
- Weighted Spaces6▲ 179×2 topics
- Modular Forms6▲ 99×3 topics
- Composition Operators5▲ 241×1 topic
- Toeplitz Operators5▲ 241×1 topic
- Random Matrix Theory5▲ 109×3 topics
- Tropical Geometry5▲ 100×2 topics
- Deformations4▲ 120×1 topic
- Hom-Lie Algebras4▲ 120×1 topic
- Nonlinear Equations4▲ 23×6 topics
- K-Theory4▲ 113×2 topics
- L-Functions4▲ 98×2 topics
- Principal Component Analysis4▲ 20×3 topics
- Fluid-Structure Interaction4▲ 18×4 topics
- Porous Media4▲ 20×5 topics
- Numerical Methods4▲ 30×3 topics
- Quantum Groups4▲ 69×2 topics
- Heterogeneous3▲ 58×1 topic
- Multiscale Methods3▲ 58×1 topic
- Adaptive Mesh Refinement3▲ 35×2 topics
- High-Order Schemes3▲ 35×2 topics
- Monte Carlo Simulation3▲ 11×4 topics
- Number Theory3▲ 92×3 topics
- Dynamical Systems3▲ 32×3 topics
- Deformation Quantization3▲ 120×1 topic
- Ergodic Theory3▲ 67×2 topics
- Gromov-Witten Theory3▲ 100×1 topic
- Moduli Theory3▲ 100×1 topic
- Poisson Manifolds3▲ 120×1 topic
- Representation Theory3▲ 63×2 topics
- Hypergeometric Functions3▲ 79×2 topics
- Parallel Computing3▲ 15×3 topics
- Variable Selection3▲ 18×2 topics
- Harmonic Analysis2▲ 74×2 topics
- Automorphic Forms2▲ 94×1 topic
- Langlands Conjectures2▲ 94×1 topic
- Linear Differential Equations2▲ 136×2 topics
- Model Selection2▲ 20×3 topics
Which research topics does Laboratoire Paul Painlevé publish most on?
By volume in 2022–2025: Holomorphic and Operator Theory, Advanced Topics in Algebra, Advanced Mathematical Modeling in Engineering and Homotopy and Cohomology in Algebraic Topology.
Area is fractional works; colour is the subfield each topic belongs to.
- 1 Holomorphic and Operator Theory Applied Mathematics 5 works
- 2 Advanced Topics in Algebra Algebra and Number Theory 4 works
- 3 Advanced Mathematical Modeling in Engineering Computational Theory and Mathematics 3 works
- 4 Homotopy and Cohomology in Algebraic Topology Mathematical Physics 3 works
- 5 Algebraic Geometry and Number Theory Geometry and Topology 3 works
- 6 Advanced Algebra and Geometry Mathematical Physics 2 works
- 7 Advanced Numerical Methods in Computational Mathematics Computational Mechanics 2 works
- 8 Algebraic structures and combinatorial models Geometry and Topology 2 works
- 9 Geometric and Algebraic Topology Geometry and Topology 2 works
- 10 Stochastic processes and financial applications Finance 2 works
How open and international is its research?
Against the world’s own shares — the tick on each track. Both are shares of its output, so they sit on one scale and can be read against each other as well as against the world.
World: 28% of research is openly available.
World: 19% is written across borders.
How has Laboratoire Paul Painlevé's research output changed?
Output in 2018–2022 was 12% lower than in 2013–2017.
The same series as a ribbon — one cell per year, darker for more. The line above answers how much; this answers when.
Other research institutions in Villeneuve-d'Ascq
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- Savoirs, Textes, Langage
- École Centrale de Lille
- Laboratoire de Physique des Lasers, Atomes et Molécules
- École Nationale Supérieure de Chimie de Lille
- Unité Matériaux et Transformations
- Centre Lillois d'Etudes et de Recherches Sociologiques et Economiques
- Institut de Recherches Historiques du Septentrion
Research measures only: rankings here say nothing about teaching, admissions or student experience. Comparable institutions and collaboration partners are in the interactive view on the map.