Poisson Geometry in Mathematics and Physics

Quantized anti de Sitter spaces and non-formal deformation quantizations of symplectic symmetric spaces by P. Bieliavsky, L. Claessens, D. Sternheimer, and Y. Voglaire Group-like objects in Poisson geometry and algebra by C. Blohmann and A. Weinstein Poisson fibrations and fibered symplectic groupoids by O. Brahic and R. L. Fernandes Generalized Kahler and hyper-Kahler quotients by H. Bursztyn, G. R. Cavalcanti, and M. Gualtieri Deformation quantization and reduction by A. S. Cattaneo Examples of higher order stable singularities of Poisson structures by J.-P. Dufour Poisson reduction and the Hamiltonian structure of the Euler-Yang-Mills equations by F. Gay-Balmaz and T. S. Ratiu Orbifold cohomology of abelian symplectic reductions and the case of weighted projective spaces by T. S. Holm Deformation of graded Poisson (Batalin-Vilkovisky) structures by N. IKEDA Deformation quantization of a Kahler-Poisson structure vanishing on a Levi nondegenerate hypersurface by A. V. Karabegov A note on Poisson homogeneous spaces by J.-H. Lu Lectures on pure spinors and moment maps by E. Meinrenken Lectures on props, Poisson geometry and deformation quantization by S. A. Merkulov Deformation quantization modules on complex symplectic manifolds by P. Schapira Non-commutative quasi-Hamiltonian spaces by M. Van den Bergh Locally noncommutative space-times by S. Waldmann.