Institut de Mathématiques de Bourgogne
In research, Institut de Mathématiques de Bourgogne stands highest in Physical Sciences (#10,330 of 12,888 worldwide), 2022–2025. Relative to its size it is most specialised in Mathematics and Physics and Astronomy — Mathematics is 34.6× its share of world research.
- World rank, 2022–2025
- #20,905 of 28,054 · #13,768 all time
- Rank in France
- #963 of 1,422
- Research works
- 610 ▲ 20% vs 2013–17
- Citations
- 8.7k 14.3 per fractional work
- Top-10% rate
- 10.8% record average 16.5%
- Open access
- 62% world 28%
What is Institut de Mathématiques de Bourgogne 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 | #10,330 of 12,888 | 10.3% | 67 | #7687 |
Each strip is that field’s whole ranked pool, with the notch where Institut de Mathématiques de Bourgogne 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 Institut de Mathématiques de Bourgogne specialise in?
Where its research is concentrated relative to its size: Mathematics takes 34.6× the share of its output that it takes of world research.
- MathematicsField · 32.1 works35×
- Physics and AstronomyField · 22.1 works13×
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, 34.6×. Every wedge is a field page.
- Mathematics 34.6×
- Physics and Astronomy 12.6×
- Computer Science 1.0×
- Decision Sciences 1.0×
- Economics, Econometrics and Finance 0.7×
- Chemistry 0.5×
- Agricultural and Biological Sciences 0.5×
- Materials Science 0.5×
- Engineering 0.4×
- Earth and Planetary Sciences 0.4×
- Psychology 0.4×
- Social Sciences 0.3×
- Business, Management and Accounting 0.2×
- Health Professions 0.2×
- Biochemistry, Genetics and Molecular Biology 0.2×
- Medicine 0.1×
- Arts and Humanities 0.1×
- Neuroscience 0.0×
Who are the top researchers at Institut de Mathématiques de Bourgogne?
Ranked on the composite score, Hervé Cardot, Christian Bonatti and Pierre Gaillard lead among researchers whose main affiliation is Institut de Mathématiques de Bourgogne.
- 1 Hervé Cardot France · #170,874 worldwide 291 citations · 40 works
- 2 Christian Bonatti France · #330,295 worldwide 117 citations · 39 works
- 3 Pierre Gaillard France · #718,819 worldwide 213 citations · 91 works
- 4 Hervé Le Ferrand France · #855,817 worldwide 8 citations · 17 works
- 5 Jean‐Baptiste Caillau France · #861,129 worldwide 48 citations · 40 works
- 6 Bernard Bonnard France · #1,034,066 worldwide 60 citations · 46 works
- 7 Marco Brunella France · #1,304,939 worldwide 41 citations · 18 works
- 8 Taro Kimura France · #1,371,818 worldwide 44 citations · 31 works
- 9 Soyoung Moon France · #1,492,106 worldwide 11 citations · 21 works
- 10 Didier Arnal France · #1,509,486 worldwide 13 citations · 20 works
Which keywords describe research at Institut de Mathématiques de Bourgogne?
By fractional works in 2022–2025, weighted toward what it does more of than the world: Nonlinear Schrödinger Equation, Nonlinear Equations, Rogue Waves, Soliton Solutions, Symplectic Geometry, Quantum Gravity, Tropical Geometry and Solitons.
- Representation Theory
- Scaling Limits
- Anomalous Diffusion
- Inverse Problems
- Fractals
- Nonlinear Photonic Systems
- Chaos
- Bifurcations
- Field Theories
- Moduli Theory
- Quantum Entanglement
- Poisson Manifolds
- Cluster Algebras
- Dynamical Systems
- Symplectic Topology
- Knot Invariants
- Solitons
- Quantum Gravity
- Soliton Solutions
- Nonlinear Equations
- Nonlinear Schrödinger Equation
- Rogue Waves
- Symplectic Geometry
- Tropical Geometry
- K-Theory
- Quantum Groups
- Optical Lattices
- Black Holes
- Deformation Quantization
- Triangulated Categories
- Gromov-Witten Theory
- Cohomology
- Holographic
- Planar Systems
- Discrete
- Ergodic Theory
- Global Well-Posedness
- Scattering
- Interacting Particle Systems
- Modular Forms
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
- Nonlinear Schrödinger Equation8▲ 172×2 topics
- Nonlinear Equations7▲ 72×4 topics
- Rogue Waves6▲ 131×1 topic
- Soliton Solutions6▲ 214×1 topic
- Symplectic Geometry5▲ 177×2 topics
- Quantum Gravity4▲ 60×4 topics
- Tropical Geometry4▲ 148×2 topics
- Solitons3▲ 95×2 topics
- K-Theory3▲ 165×2 topics
- Knot Invariants3▲ 270×1 topic
- Quantum Groups3▲ 116×2 topics
- Symplectic Topology3▲ 270×1 topic
- Optical Lattices3▲ 60×3 topics
- Dynamical Systems3▲ 54×3 topics
- Black Holes3▲ 35×2 topics
- Cluster Algebras3▲ 124×1 topic
- Deformation Quantization3▲ 203×1 topic
- Poisson Manifolds3▲ 203×1 topic
- Triangulated Categories3▲ 124×1 topic
- Quantum Entanglement2▲ 49×2 topics
- Gromov-Witten Theory2▲ 155×1 topic
- Moduli Theory2▲ 155×1 topic
- Cohomology2▲ 64×2 topics
- Field Theories2▲ 62×1 topic
- Holographic2▲ 62×1 topic
- Bifurcations2▲ 121×1 topic
- Planar Systems2▲ 211×1 topic
- Chaos2▲ 29×2 topics
- Discrete2▲ 91×1 topic
- Nonlinear Photonic Systems2▲ 91×1 topic
- Ergodic Theory2▲ 70×1 topic
- Fractals2▲ 114×1 topic
- Global Well-Posedness2▲ 100×1 topic
- Inverse Problems2▲ 19×3 topics
- Scattering2▲ 100×1 topic
- Anomalous Diffusion2▲ 35×2 topics
- Interacting Particle Systems2▲ 149×1 topic
- Scaling Limits2▲ 149×1 topic
- Modular Forms1▲ 48×3 topics
- Representation Theory1▲ 58×2 topics
Which research topics does Institut de Mathématiques de Bourgogne publish most on?
By volume in 2022–2025: Nonlinear Waves and Solitons, Geometric and Algebraic Topology, Homotopy and Cohomology in Algebraic Topology and Algebraic structures and combinatorial models.
Area is fractional works; colour is the subfield each topic belongs to.
- 1 Nonlinear Waves and Solitons Statistical and Nonlinear Physics 6 works
- 2 Geometric and Algebraic Topology Geometry and Topology 3 works
- 3 Homotopy and Cohomology in Algebraic Topology Mathematical Physics 3 works
- 4 Algebraic structures and combinatorial models Geometry and Topology 3 works
- 5 Algebraic Geometry and Number Theory Geometry and Topology 2 works
- 6 Black Holes and Theoretical Physics Nuclear and High Energy Physics 2 works
- 7 Advanced Differential Equations and Dynamical Systems Geometry and Topology 2 works
- 8 Nonlinear Photonic Systems Statistical and Nonlinear Physics 2 works
- 9 Mathematical Dynamics and Fractals Mathematical Physics 2 works
- 10 Advanced Mathematical Physics Problems Mathematical Physics 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 Institut de Mathématiques de Bourgogne's research output changed?
Output in 2018–2022 was 20% higher 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 Dijon
- Université de Bourgogne
- CHU Dijon Bourgogne
- Agroécologie
- École Nationale des Greffes
- Maison des Sciences sociales et des Humanités de Dijon
- Institut Agro Dijon
- Laboratoire d’Électronique, Informatique et Image
- Archéologie, Terre, Histoire, Sociétés
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.