Trends and developments in convex analysis

13-14 march 2025

The aim of this workshop is to bring experts on convex analysis to Sevilla, from the 13th to 14th march 2025.
Some of them will provide research talks on some of their topics.
We expect that the working atmosphere will lead to discussions and new connections between some of those researchers.

Place:

Room EC23, Faculty of Mathematics

Schedule

Participants:

David Alonso-Gutiérrez

Title: A general functional version of Grünbaum's inequality

Fernanda Moreira Baêta

Title: Functional Affine Surface Areas

Leo Brauner

Title: Characterizations of convex polarity

Víctor Díaz Gil

Title: TBA

Ferenc Fodor

Title: Stability of geometric inequalites through optimal transport

Florian Grundbacher

Title: Optimality Conditions for Convex Containment Problems

Beatriz Marín Gimeno

Title: On Loomis-Whitney type inequalities

Óscar Ortega-Moreno

Title: Moment inequalities for Gaussian vectors

Matheus Resende

Title: The Polar Lp Centroid Operator

Mia Runge

Title: (r,D,R)-Blaschke-Santaló Diagrams

Julia Sánchez Loscertales

Title: Matheron's conjecture