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Société Mathématique de France

In research, Société Mathématique de France stands highest in Physical Sciences (#6,564 of 21,541 worldwide) and Mathematics (#783 of 2,255 worldwide), over all time. Relative to its size it is most specialised in Geometry and Topology, Algebra and Number Theory and Mathematical Physics — Geometry and Topology is 124.5× its share of world research.

World rank, all time
#11,041
of 42,892
Rank in ??
#142
of 1,041
Research works
355
▼ 46% vs 2013–17
Citations
9.2k
26.0 per fractional work
Top-10% rate
0.0%
record average 16.5%
Open access
97%
world 28%

What is Société Mathématique de France known for in research?

The fields where it stands highest, over all time, ranked among every institution above the floor in each field.

FieldWorld rankWhere that sitsTop-10% rateWorks
Physical SciencesDomain #6,564 of 21,541 16.1%331
MathematicsField #783 of 2,255 16.3%279

Each strip is that field’s whole ranked pool, with the notch where Société Mathématique de France 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 Société Mathématique de France specialise in?

Where its research is concentrated relative to its size: Geometry and Topology takes 124.5× the share of its output that it takes of world research.

  1. Geometry and TopologySubfield · 101.0 works124×
  2. Algebra and Number TheorySubfield · 35.8 works105×
  3. Mathematical PhysicsSubfield · 79.4 works96×
  4. MathematicsField · 279.3 works55×
  5. Applied MathematicsSubfield · 39.3 works36×
← less than its size predictsmore →

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.

Which keywords describe research at Société Mathématique de France?

By fractional works in all years, weighted toward what it does more of than the world: Symplectic Geometry, Cohomology, Tropical Geometry, Representation Theory, Gromov-Witten Theory, Moduli Theory, Modular Forms and L-Functions.

▲ more of its work than of the world’s◆ about the world’s share▼ less than the world’s

Size is fractional works in all years 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
  1. Symplectic Geometry48▲ 265×2 topics
  2. Cohomology47▲ 200×2 topics
  3. Tropical Geometry35▲ 221×2 topics
  4. Representation Theory32▲ 196×2 topics
  5. Gromov-Witten Theory31▲ 325×1 topic
  6. Moduli Theory31▲ 325×1 topic
  7. Modular Forms30▲ 169×3 topics
  8. L-Functions27▲ 202×2 topics
  9. Ergodic Theory25▲ 155×2 topics
  10. Deformations24▲ 162×1 topic
  11. Hom-Lie Algebras24▲ 162×1 topic
  12. Automorphic Forms23▲ 265×1 topic
  13. Langlands Conjectures23▲ 265×1 topic
  14. Dynamical Systems22▲ 62×2 topics
  15. Geometry21▲ 190×1 topic
  16. Hyperbolic21▲ 190×1 topic
  17. K-Theory20▲ 150×2 topics
  18. Chaos19▲ 62×1 topic
  19. Fractals19▲ 189×1 topic
  20. Deformation Quantization18▲ 201×1 topic
  21. Poisson Manifolds18▲ 201×1 topic
  22. Bifurcations16▲ 147×1 topic
  23. Planar Systems16▲ 208×1 topic
  24. Stability13▲ 19×2 topics
  25. Holomorphic Functions11▲ 85×2 topics
  26. Nonlinear Equations10▲ 21×5 topics
  27. Kähler Metrics10▲ 185×1 topic
  28. Scalar Curvature10▲ 185×1 topic
  29. Knot Invariants10▲ 129×1 topic
  30. Symplectic Topology10▲ 129×1 topic
  31. Finite Groups9▲ 121×1 topic
  32. Graphs9▲ 121×1 topic
  33. Optimal Transport9▲ 104×1 topic
  34. Ricci Curvature9▲ 104×1 topic
  35. Linear Differential Equations8▲ 119×2 topics
  36. Historical Sources8▲ 77×1 topic
  37. Mathematics Education8▲ 42×1 topic
  38. Quantum Groups8▲ 45×2 topics
  39. Wavelets8▲ 47×3 topics
  40. Weighted Spaces7▲ 71×2 topics

Which research topics does Société Mathématique de France publish most on?

By volume in 2022–2025: Social Policies and Family, Political and Social Issues, Rings, Modules, and Algebras and Advanced Topics in Algebra.

Social Policies and Family: 0 fractional worksPolitical and Social Issues: 0 fractional worksRings, Modules, and Algebras: 0 fractional worksAdvanced Topics in Algebra: 0 fractional worksFinite Group Theory Research: 0 fractional works
Sociology and Political SciencePolitical Science and International RelationsAlgebra and Number TheoryDiscrete Mathematics and Combinatorics

Area is fractional works; colour is the subfield each topic belongs to.

  1. 1 Social Policies and Family Sociology and Political Science 0 works
  2. 2 Political and Social Issues Political Science and International Relations 0 works
  3. 3 Rings, Modules, and Algebras Algebra and Number Theory 0 works
  4. 4 Advanced Topics in Algebra Algebra and Number Theory 0 works
  5. 5 Finite Group Theory Research Discrete Mathematics and Combinatorics 0 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.

openly available96.8%not open3.2%

World: 28% of research is openly available.

with international co-authors6.7%domestic only93.3%

World: 19% is written across borders.

How has Société Mathématique de France's research output changed?

Output in 2018–2022 was 46% lower than in 2013–2017.

1990200020102020
grewheldshrank

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 Paris

All research institutions in Paris

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.