Jean Louis Koszul - Böcker
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This volume brings together the major contributions of J L Koszul and some expository articles. They are organized in chronological order.The main subjects included are: cohomology of Lie algebras; relative cohomology; reductive subalgebras and transgression theorem; the formalism of spectral sequences; “Koszul complexes”; proper and differentiable actions of Lie groups; slices; hermitian forms on complex homogeneous domains; bounded domains; locally flat manifolds; convex homogeneous domains; simplicial spaces; themes related to Gelfand Fuks theory and supergeometry.
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This introductory book offers a unique and unified overview of symplectic geometry, highlighting the differential properties of symplectic manifolds.