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TitleHolomorphic Curves in Symplectic Geometry [electronic resource] / edited by Michรจle Audin, Jacques Lafontaine
ImprintBasel : Birkhรคuser Basel : Imprint: Birkhรคuser, 1994
Connect tohttp://dx.doi.org/10.1007/978-3-0348-8508-9
Descript XI, 331 p. online resource

CONTENT

Introduction: Applications of pseudo-holomorphic curves to symplectic topology -- 1 Examples of problems and results in symplectic topology -- 2 Pseudo-holomorphic curves in almost complex manifolds -- 3 Proofs of the symplectic rigidity results -- 4 What is in the bookโ{128}ฆ and what is not -- 1: Basic symplectic geometry -- I An introduction to symplectic geometry -- II Symplectic and almost complex manifolds -- 2: Riemannian geometry and linear connections -- III Some relevant Riemannian geometry -- IV Connexions linรฉaires, classes de Chern, thรฉorรจme de Riemann-Roch -- 3: Pseudo-holomorphic curves and applications -- V Some properties of holomorphic curves in almost complex manifolds -- VI Singularities and positivity of intersections of J-holomorphic curves -- VII Gromovโ{128}{153}s Schwarz lemma as an estimate of the gradient for holomorphic curves -- VIII Compactness -- IX Exemples de courbes pseudo-holomorphes en gรฉomรฉtrie riemannienne -- X Symplectic rigidity: Lagrangian submanifolds -- Authorsโ{128}{153} addresses


Mathematics Topological groups Lie groups Differential geometry Mathematics Differential Geometry Topological Groups Lie Groups



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