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From Pinsker Type to Isoperimetric Type Inequalities for Log Concave Functions by Prof. Umut Caglar

This is a past event.

Thursday, April 7 at 3:45pm to 4:45pm

DM - Deuxieme Maison, 409A
11200 SW 8th ST 33199, Deuxieme Maison, Miami, Florida 33199

Abstract: 

We introduce functional versions of multiple notions and inequalities from convex geometry for the class of log-concave and s-concave functions. We also discuss f-Divergence and Pinsker inequality from Information Theory. We introduce those two notions for the class of log-concave functions. This leads to some improvements of the functional version of the affine isoperimetric inequality for log-concave functions.  

Dial-In Information

Join Zoom Meeting

https://fiu.zoom.us/j/91830263869?pwd=R1FPc1BaZjMycjFiNWxXY1RlZW5FZz09

 

Meeting ID: 918 3026 3869

Passcode: FIU2022

Event Type

Academics, Lectures & conferences

Audience

Students, Faculty & Staff

Tags

Colloquia

Department
Department of Mathematics and Statistics
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