Geometric inequalities for convex sets and valuations theory
Seminar
Speaker
Semyon Alesker (Tel-Aviv University)
Date
07/01/2024 - 13:00 - 12:00Add to Calendar
2024-01-07 12:00:00
2024-01-07 13:00:00
Geometric inequalities for convex sets and valuations theory
Valuations are finitely additive measures on convex sets. The space of translation-invariant valuations carries a number of structures ( i.e., product and convolution), satisfying non-trivial properties. One such recently discovered property is an analogue of the classical Hodge-Riemann relations from algebraic geometry. In special cases, they lead to new inequalities on convex bodies, to be discussed in the talk.
No preliminary knowledge of valuation theory or algebraic geometry is necessary to understand the talk.
hybrid mode: math building (216), room 201, and zoom: https://biu-ac-il.zoom.us/j/751076379
אוניברסיטת בר-אילן - Department of Mathematics
mathoffice@math.biu.ac.il
Asia/Jerusalem
public
Place
hybrid mode: math building (216), room 201, and zoom: https://biu-ac-il.zoom.us/j/751076379
Abstract
Valuations are finitely additive measures on convex sets. The space of translation-invariant valuations carries a number of structures ( i.e., product and convolution), satisfying non-trivial properties. One such recently discovered property is an analogue of the classical Hodge-Riemann relations from algebraic geometry. In special cases, they lead to new inequalities on convex bodies, to be discussed in the talk.
No preliminary knowledge of valuation theory or algebraic geometry is necessary to understand the talk.
Last Updated Date : 07/01/2024
