My paper “From Loo-algebrids to higher Schouten/Poisson structures” is going to appear in Reports on Mathematical Physics Vol. 67, (2011), No. 2

The paper was accepted while, but now I know exactly where it will appear.

Abstract

In this note we show that given an exact QS-manifold (a natural generalisation of an exact Poisson manifold) one can associate a family of odd Jacobi structures on the same underlying supermanifold.

arXiv:1103.1803v1 [math-ph]

I briefly discuss odd Jacobi structures in a previous blog here.