Display Abstract

Title Symmetries of b-manifolds and their generalizations

Name Eva Miranda
Country Spain
Email eva.miranda@upc.edu
Co-Author(s)
Submit Time 2014-02-18 06:01:27
Session
Special Session 105: Geometric mechanics
Contents
The aim of this talk is to show some examples of simple Poisson manifolds which have some common features with symplectic manifolds (including the study of group actions). I will start presenting a Delzant theorem for toric b-symplectic manifolds (joint work with Victor Guillemin, Ana Rita Pires and Geoffrey Scott) taking the 2-dimensional case as starting point. Time permitting, I will report on an ongoing project with Geoffrey Scott on generalizing the notion of b-symplectic manifold. This notion includes other Poisson manifolds which share good properties with b-symplectic manifolds and seem to have less topological constraints.