Multiplicity of analytic hypersurface singularities under bi-Lipschitz homeomorphisms

Resumen:

We give partial answers to a metric version of Zariski's multiplicity conjecture. In particular, we prove the multiplicity of complex analytic surface (not necessarily isolated) singularities in C^3 is a bilipschitz invariant. It is a joint work with J. Edson Sampaio 

Compartir este seminario