Limit Theorems for the Volumes of Small Codimensional Random Sections of Lpn-Balls

Explore central limit theorems for volumes of random sections in high-dimensional lpn balls through this 54-minute lecture by Radek Adamczak from the Hausdorff Center for Mathematics. Delve into fixed codimension sections and their volumetric properties, gaining insights from Adamczak's collaborative research with Peter Pivovarov and Paul Simanjuntak. Examine related open questions in the field, broadening your understanding of geometric probability and high-dimensional analysis. This talk offers a deep dive into advanced mathematical concepts, suitable for researchers and students interested in probability theory, geometry, and functional analysis.

Radek Adamczak: Limit theorems for the volumes of small codimensional random sections of lpn-balls