Explore the intricate relationship between Lipschitz geometry and combinatorics in abnormal surface germs during this 55-minute lecture by Andrei Gabrielov from Purdue University. Delve into advanced mathematical concepts as part of the Enumerative Geometry series at the Fields Institute. Gain insights into the complex structures and properties of abnormal surface germs, and discover how Lipschitz geometry intersects with combinatorial approaches in this specialized area of study.
Lipschitz Geometry and Combinatorics of Abnormal Surface Germs
Overview
Syllabus
Lipschitz geometry and combinatorics of abnormal surface germs
Taught by
Fields Institute
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