Bi-Lipschitz geometry of complex surface singularities

Abstract

We discuss the bi-Lipschitz geometry of an isolated singular point of a complex surface which particular emphasis on when it is metrically conical.

Written for the proceedings of IV Iberoamerican Conference on Complex Geometry 2007

References in corpus (1)

• Bi-Lipschitz geometry of weighted homogeneous surface singularities

Cited by in corpus (5)

• The thick-thin decomposition and the bilipschitz classification of normal surface singularities
• Bi-Lipschitz geometry of weighted homogeneous surface singularities
• Separating sets, metric tangent cone and applications for complex algebraic germs
• Choking horns in Lipschitz Geometry of Complex Algebraic Varieties
• mu-constancy does not imply constant bi-Lipschitz type