Poisson Algebras of Admissible Functions Associated to Twisted Dirac Structures

Abstract

We define algebras of admissible functions associated to twisted Dirac structures, and we show that they are Poisson algebras. We study the standard cases associated to Dirac structures defined by graphs of non-degenerate 2-forms.

9 pages, no figures

References in corpus (1)

• Group actions on dg-manifolds and Exact Courant algebroids