Explore the mathematical intricacies of compact and non-compact right-angled hyperbolic polyhedra in this 50-minute lecture by A. Y. Vesnin. Delve into the fascinating world of geometric volumes, examining the properties and characteristics of these complex mathematical structures. Gain insights into the theoretical foundations and practical applications of hyperbolic geometry, enhancing your understanding of advanced mathematical concepts in the field of quantum topology.
On Volumes of Compact and Non-Compact Right-Angled Hyperbolic Polyhedra
Overview
Syllabus
A. Y. Vesnin - On volumes of compact and non compact right angled hyperbolic polyhedra
Taught by
QuantumTopology
Related Courses
-
An Introduction to Hyperbolic Geometry
-
Polyhedra with Vertices on a Quadric
-
The Remarkable Platonic Solids I - Universal Hyperbolic Geometry
-
A. Gaifullin - Analytic Continuation of the Volume of Hyperbolic Tetrahedron
-
Hyperbolic Geometry, Fuchsian Groups and Moduli Spaces - Lecture 1
-
The Spaces of Non Contractible Closed Curves in Compact Space Forms
