ERC Consolidator Grant · 2017
Polarity and Central-Symmetry in Asymptotic Geometric Analysis
Asymptotic Geometric Analysis is a relatively new field, the young finite dimensional cousin of Banach Space theory, functional analysis and classical convexity. It concerns the {\em geometric} study of high, but finite, dimensional objects, where the disorder of many parameters and many dimensions is ``regularized'' by convexity assumptions. The proposed research is composed of several connected innovative studies in the frontier of Asymptotic Geometric Analysis, pertaining to the deeper understanding of two fundamental notions: Polarity and Central-Symmetry. While the main drive comes from Asymptotic Convex Geometry, the applications extend throughout many mathematical fields from…
From the public funding record at EU CORDIS. Describes the funded project, not the reviews below.