Title: Local Normal Forms for Poisson and Nambu Structures
Abstract:
One of the fundamental questions for any geometric structure is that of a local normal form. In this talk, we will explore this problem for Poisson and Nambu structures. After reviewing their definitions and some known results, we will highlight similarities and differences between these structures. I will present a new result based on a unimodularity-type assumption and discuss the questions that emerge from this result.