Refinements of Gaussian concentration for norms

Geometric functional analysis and applications November 13, 2017 - November 17, 2017

November 14, 2017 (09:30 AM PST - 10:30 AM PST)

Speaker(s): Grigoris Paouris (Texas A & M University)
Location: SLMath: Eisenbud Auditorium

Tags/Keywords

Gaussian concentration
Dvoretzky’s theorem

Primary Mathematics Subject Classification

43-06 - Proceedings, conferences, collections, etc. pertaining to abstract harmonic analysis
43Axx - Abstract harmonic analysis {For other analysis on topological and Lie groups, see 22Exx}
49J27 - Existence theories for problems in abstract spaces [See also 90C48, 93C25]
43-03 - History of abstract harmonic analysis [Consider also classification numbers from Section 01-XX]
49J35 - Existence of solutions for minimax problems

Secondary Mathematics Subject Classification No Secondary AMS MSC

Video

6-Paouris

Abstract

I will discuss a refinement of the Gaussian concentration inequality in the case of a norm with not very large unconditional constant and an application to Dvoretzky's theorem. The talk will be based on joint works with Petros Valettas.

Supplements

	Paouris Notes 1.42 MB application/pdf	Download

Video/Audio Files

6-Paouris

H.264 Video	6-Paouris.mp4 554 MB video/mp4 rtsp://videos.msri.org/6-Paouris/6-Paouris.mp4	Download

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