Poisson Geometry in Mathematics and Physics

Publisher:

American Mathematical Society

Publication Date:

2008

Number of Pages:

341

Format:

Paperback

Series:

Contemporary Mathematics 450

Price:

89.00

ISBN:

978-0-8218-4423-6

Category:

Proceedings

We do not plan to review this book.

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