Fisher Rao Riemannian Geometry of Equivalent Gaussian Measures on Hilbert Space

Explore the intricate world of Fisher Rao Riemannian geometry as it applies to equivalent Gaussian measures on Hilbert space in this 24-minute conference talk from GSI. Delve into the mathematical foundations and applications of this advanced topic, gaining insights into the intersection of geometry, measure theory, and functional analysis. Enhance your understanding of how these concepts relate to statistical inference and data analysis in infinite-dimensional spaces.

Fisher Rao Riemannian geometry of equivalent Gaussian measures on Hilbert space