Gilles Halbout

Noncommutative Poisson structures on orbifolds

Author(s): Halbout, Gilles; Tang, Xiang | Abstract: In this paper, we compute the Gerstenhaber bracket on the Hoch-schild cohomology of

Formality theorems for Hochschild chains in the Lie algebroid setting

C^\infty(M)\rtimes G

Weak quantization of Poisson structures

for a finite group

Formule d'homotopie entre les complexes de Hochschild et de De Rham

G

An ℏ-adic valuation property of universal R-matrices

acting on a compact manifold

Quantization of quasi-Lie bialgebras

M

G ∞-Formality Theorem in Terms of Graphs and Associated Chevalley–Eilenberg–Harrison Cohomology #

. Using this computation, we obtain geometric descriptions for all noncommutative Poisson structures on

Uniqueness of braidings of quasitriangular Lie bialgebras and lifts of classical r-matrices

C^\infty(M)\rtimes G

BRAIDING STRUCTURES ON FORMAL POISSON GROUPS AND CLASSICAL SOLUTIONS OF THE QYBE

when

Dunkl operator and quantization of ℤ2-singularity

M