Explore the mathematical concept of f-divergences between hyperboloid models in this concise 12-minute conference talk presented at GSI. Delve into the intricacies of these geometric structures and gain insights into their divergence properties. Learn how f-divergences are applied to hyperboloid models and understand their significance in various mathematical and scientific contexts.
On the f-Divergences Between Hyperboloid Models
Overview
Syllabus
On the f-divergences between hyperboloid Models
Taught by
Conference GSI
Related Courses
-
F-Signature of Some Hypersurfaces
-
Geodesic Flows of Alpha Connections for Statistical Transformation Models on Compact Lie Groups
-
Interactions Between Smooth and Symplectic Topology
-
On the Tangent Bundles of Statistical Manifolds
-
Canonical Hamiltonian Systems in Symplectic Statistical Manifolds
-
Statistical Manifolds and F-Manifold Structure in Exponential Families
