Algebraic definition of Holonomy on Poisson Manifold
arXiv:0706.3566
Abstract
We give an algebraic construction of connection on the symplectic leaves of Poisson manifold, introduced in \cite{Ginzburg}. This construction is suitable for the definition of the linearized holonomy on a regular symplectic foliation.
11 pages. Some sections concerning Lie algebra cohomomologies with values in an endomorphism algebra are added