The deformations of nondegenerate constant Poisson bracket with even and odd deformation parameters
arXiv:1001.1776
Abstract
We consider Poisson superalgebras with constant nondegenerate bracket realized on the smooth Grassmann-valued functions with compact supports in R^{2n}. The deformations with even and odd deformation parameters of these superalgebras are presented for n>1.
LaTeX, 10 pages