Lipschitz geometry in the space of matrices

Abstract: Lipschitz geometry of singular sets is an intensively developing subject which started in 1969 with the work of Pham and Teissier on the Lipschitz classification of germs of plane complex algebraic curves. The purpose of the lecture is to discuss the fundamentals of this geometry in the space of matrices and show how it relates to recent results of singularity theory.

differential geometrygeneral mathematicsgeneral topologygroup theorysymplectic geometry

Audience: researchers in the topic

Workshop on Singularity Theory, Geometry and Related Topics

Series comments: Registration is free, but mandatory. Participantes can register at forms.gle/1kpTWgNiD4PEHJBS6