Deformationsquantisierung symplektischer stratifizierter Räume

Applicant Professorin Dr. Ines Kath, since 9/2007

Subject Area Mathematics

Term from 2003 to 2010

Project identifier Deutsche Forschungsgemeinschaft (DFG) - Project number 5402264

Final Report Year 2010

Final Report Abstract

No abstract available

Phase space reduction of star products on cotangent bundles. Ann. Henri Poincar 6 (2005), no. 3, 485-552
N. Kowalzig, N. Neumaier and M. Pflaum
A Homological Approach to Singular Reduction in Deformation Quantization. Singularity Theory, pp. 443-461. World Scientific, Hackensack, (2007)
M. Bordemann, H.-C. Herbig and M. Pflaum
An algebraic index theorem for orbifolds. Adv, Math, 210, p. 83-121 (2007)
M. Pflaum, H. Posthuma, and X. Tang
Variations on Homological Reduction. Dissertation, Goethe-Universität Frankfurt a.M, (2007)
H.-C. Herbig
Cyclic cocycles on deformation quantizations and higher index theorems (2008). Adv. Math.
M. Pflaum, H. Posthuma, and X. Tang
Deformation Quantization on Symplectic Stacks and Applications to the Moduli of Flat Connections. Dissertation, Frankfurt a. M., (2008)
P. Erdelt
On the homology of algebras of Whitney functions over subanalytic sets. Ann. of Math, (2) 167 (2008), no. 1, 1-52
J.-P. Brasselet and M. Pflaum
On the Existence of Star Products on Quotient Spaces of Linear Hamiltonian Torus Actions. Lett. Math. Phys, 89 (2009), no.2, pp, 101-113
H.-C. Herbig, S. Iyengar, and M. Pflaum