alexa Abstract | The m-Derivations of Analytic Vector Fields Lie Algebras
ISSN: 1736-4337

Journal of Generalized Lie Theory and Applications
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We consider a (real or complex) analytic manifold M. Assuming that F is a ring of all analytic functions, full or truncated with respect to the local coordinates on M; we study the (m ≥ 2)-derivations of all involutive analytic distributions over F and their respective normalizers.

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Author(s): Randriambololondrantomalala P


m-derivations, Analytic vector fields Lie algebras, Distributions, Generalized foliations, Stein manifolds, Compact holomorphic manifolds, Chevalley-Eilenberg&rsquo,s cohomology, Compactly supported vector fields, Lie Theory, Lie bracket, Lie algebra, Topology, Lie triple systems

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