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CAPACITIES AND ADDITIVE LÉVY PROCESSES

Davar Khoshnevisan
University of Utah

February 5, JWB 208, 305 p.m.

Abstract

This talk is concerned with establishing connections between level sets of certain random functions (namely, additive Lévy processes) and natural Choquet capacities in Euclidean space. Time permitting, I will discuss some of the connections to the theory of exceptional sets in harmonic analysis. This is joint work with Yimin Xiao also of The University of Utah.