0000000000671246

AUTHOR

Jaime Muñoz-masqué

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The structure of Fedosov supermanifolds

2009

Abstract Given a supermanifold ( M , A ) which carries a supersymplectic form ω , we study the Fedosov structures that can be defined on it, through a set of tensor fields associated to any symplectic connection ∇ . We give explicit recursive expressions for the resulting curvature and study the particular case of a base manifold M with constant holomorphic sectional curvature.

Pure mathematicsMathematical analysisHolomorphic functionGeneral Physics and AstronomyCurvatureManifoldConnection (mathematics)Tensor fieldSupermanifoldMathematics::Differential GeometryGeometry and TopologySectional curvatureMathematics::Symplectic GeometryMathematical PhysicsMathematicsSymplectic geometryJournal of Geometry and Physics
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