A q-Analogue of the Family of Poincaré Distributions on the Upper Half Plane
Offered By: Conference GSI via YouTube
Course Description
Overview
Explore a mathematical conference talk delving into the intricacies of q-analogues and their application to the family of Poincaré distributions on the upper half plane. Gain insights into this advanced topic in mathematical analysis, examining how q-analogues can provide new perspectives on classical distributions. Discover the implications of this research for fields such as complex analysis, hyperbolic geometry, and quantum mathematics. Engage with cutting-edge mathematical concepts and their potential applications in theoretical physics and information theory during this 44-minute presentation from the Conference GSI.
Syllabus
A q-analogue of the family of Poincaré distributions on the upper half plane
Taught by
Conference GSI
Related Courses
An Introduction to Hyperbolic GeometryIndian Institute of Technology Kanpur via Swayam A. Gaifullin - Analytic Continuation of the Volume of Hyperbolic Tetrahedron
QuantumTopology via YouTube A Beautiful World Beyond Hyperbolic Geometry - Anosov Representations and Higher Teichmüller Spaces
Banach Center via YouTube A Finiteness Theorem for Gromov-Hyperbolic Groups
Stony Brook Mathematics via YouTube On Volumes of Compact and Non-Compact Right-Angled Hyperbolic Polyhedra
QuantumTopology via YouTube