Explore the intricacies of hyperbolic geometry in this 1-hour 24-minute lecture on the analytic continuation of the volume of hyperbolic tetrahedra. Delve into advanced mathematical concepts as presented by A. Gaifullin, gaining insights into the complexities of non-Euclidean geometries and their applications in quantum topology. Examine the methods and techniques used to analytically continue volume functions beyond their original domains, enhancing understanding of hyperbolic space and its properties.
A. Gaifullin - Analytic Continuation of the Volume of Hyperbolic Tetrahedron
Overview
Syllabus
16.09.2015 A. Gaifullin - Analytic continuation of the volume of hyperbolic tetrahedron
Taught by
QuantumTopology
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