Partial Desingularization

Explore the concept of partial desingularization in this 50-minute lecture by Edward Bierstone from the University of Toronto. Delivered as part of the Workshop on Tame Geometry: Interactions Between O-minimal, Complex Analytic and Nonarchimedean Methods at the Fields Institute, delve into the intricacies of this mathematical technique and its applications in tame geometry. Gain insights into how partial desingularization relates to o-minimal structures, complex analytic methods, and nonarchimedean approaches, enhancing your understanding of advanced mathematical concepts in geometry and analysis.

Partial desingularization