| Event sponsored by: | |||||
| University of Bialystok |
 |
||||
Webpage by: Tomasz Golinski
| XXXVII Workshop on Geometric Methods in Physics | 1-7.07.2018 |
| VII School on Geometry and Physics | 25-29.06.2018 |
| Home |
First Announcement
Second Announcement |
Travel and local information |
Participants of Workshop Participants of School |
Registration | Photos | Proceedings | Previous Workshops |
Tomasz GolińskiQueer Poisson brackets on Banach manifoldsIt turns out that Poisson brackets on Banach manifolds $M$ defined as a bilinear map from $C^\infty(M)\times C^\infty(M)$ to $C^\infty(M)$ satisfying Leibniz and Jacobi conditions may not be given by Poisson tensors. Their value at some point may depend on higher order derivatives of functions. We present a specific example of such Poisson bracket on $l^p$ spaces. From physical point of view these brackets are pathological, as the Hamiltonian vector fields don't lead to flows on $M$. The talk is based on joint work with D. Beltita and A.B. Tumpach: https://arxiv.org/abs/1710.03057. |
| Event sponsored by: | |||||
| University of Bialystok |
|
||||