3,241 reputation
1935
bio website mathematik.uni-wuerzburg.de/…
location Würzburg, Germany
age 43
visits member for 3 years, 7 months
seen 9 hours ago
Interests: Mathematical Physics, Deformation Quantization, Poisson and Symplectic Geometry, Noncommutative Geometry. Fréchet algebraic deformations.

12h
reviewed No Action Needed Contracting a rational curve in a Calabi-Yau threeolfd
1d
reviewed Leave Open “Integrating” solenoidal vector fields
1d
reviewed Close Please help me to check the correctness of a paper. Thanks!
1d
reviewed Close How to computing with Correlation-Similirity?
1d
reviewed Close additive identity uniquenes
1d
reviewed Leave Open Examples of intuition from fields other than Physics to solve math problems
Sep
12
reviewed Close Bi-dual of vector spaces
Sep
12
reviewed Close How can this statement of the link between Hamiltonian and symplectic matrices be made more rigorous?
Sep
11
reviewed Close Knot is an unknot iff
Sep
11
reviewed Close Eigenvalues of a Symmetric Block Tridiagonal Matrix
Sep
11
reviewed Approve suggested edit on homotopy exact sequence for the étale fundamental group
Sep
11
reviewed Leave Open Stromquist's 3 knives procedure
Sep
11
reviewed Close Cayley-Hamilton type decomposition of SL(3,R) matrices
Sep
3
reviewed Leave Open Low dimensional topological manifolds
Aug
27
reviewed Leave Open Rationale behind an requirement on Turing machines
Aug
27
reviewed Leave Open Estimating the volume of a union of balls
Aug
26
reviewed Leave Open When is the solution to a n initial value problem matrix differential equation invertible?
Jul
29
reviewed Leave Open Default Orientation of Vectors
Jul
29
comment Poisson ideals vs. ideals generated by Poisson central elements
Being a Poisson ideal, $I$ is also a associative ideal. So to make things interesting, it should not contain the constants. I think your example completely settles the question (in the negative).
Jul
29
revised quantization wiki excerpt
added 56 characters in body