Generalized inversion of the Hochschild coboundary operator and deformation quantization
arXiv:0805.2280 · doi:10.1142/S0219887811004999
Abstract
Using a derivative decomposition of the Hochschild differential complex we define a generalized inverse of the Hochschild coboundary operator. It can be applied for systematic computations of star products on Poisson manifolds.
9 pages, misprints corrected