Jean-Claude Sikorav
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French mathematician
Jean-Claude Sikorav's AcademicInfluence.com Rankings
Jean-Claude Sikoravmathematics Degrees
Mathematics
#2644
World Rank
#4049
Historical Rank
Measure Theory
#5706
World Rank
#6803
Historical Rank
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Mathematics
Jean-Claude Sikorav's Degrees
- PhD Mathematics Université Paris Cité
- Bachelors Mathematics Université Paris Cité
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Why Is Jean-Claude Sikorav Influential?
(Suggest an Edit or Addition)According to Wikipedia, Jean-Claude Sikorav is a French mathematician. He is professor at the École normale supérieure de Lyon. He is specialized in symplectic geometry. Main contributions Sikorav is known for his proof, joint with François Laudenbach, of the Arnold conjecture for Lagrangian intersections in cotangent bundles, as well as for introducing generating families in symplectic topology.
Jean-Claude Sikorav's Published Works
Published Works
- Some properties of holomorphic curves in almost complex manifolds (1994) (206)
- On genericity for holomorphic curves in four-dimensional almost-complex manifolds (1997) (165)
- Hamiltonian disjunction and limits of Lagrangian submanifolds (1994) (64)
- Singularities of $J$-holomorphic curves (1997) (49)
- The gluing construction for normally generic J-holomorphic curves (2001) (39)
- GROWTH OF A PRIMITIVE OF A DIFFERENTIAL FORM (2001) (21)
- A linear wave equation in a time-dependent domain (1990) (11)
- A linear isoperimetric inequality for the punctured Euclidean plane (2001) (7)
- DUAL ELLIPTIC PLANES by (2004) (6)
- Dual elliptic structures on CP2 (2000) (6)
- Bounds on primitives of differential forms and cofilling inequalities (2005) (3)
- Fibered cohomology classes in dimension three, twisted Alexander polynomials and Novikov homology (2019) (1)
- Bounds on primitives of differential forms and group cocycles (2005) (0)
- O ct 2 00 0 Dual elliptic structures on CP 2 (2000) (0)
- Virtual fibering in dimension three and twisted Alexander polynomials (2019) (0)
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What Schools Are Affiliated With Jean-Claude Sikorav?
Jean-Claude Sikorav is affiliated with the following schools: