Events

Date: 10 February 2026   Time: 14:30 - 15:30

Location: MB503

NOTE: Pre talk intro for non experts starts at 2pm, with seminar starting at 2.30pm

Title:
Stability of Quermassintegral and Minkowski-Type Inequalities in Curved Spaces

Abstract:
In this talk I will discuss stability results for geometric inequalities, with a focus on inequalities arising in curved spaces. After introducing the notion of stability through the classical isoperimetric inequality, I will present results from my PhD concerning the stability of quermassintegral inequalities in hyperbolic space and Minkowski-type inequalities in warped product manifolds. I will highlight the geometric and analytic ideas underlying these results and explain how curvature influences the stability phenomena. I will conclude by briefly describing current research directions motivated by this work, including problems in optimal partial transport and dimension estimation.