The m-Derivations of Analytic Vector Fields Lie Algebras

Randriambololondrantomalala

Abstract

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.