On Trudinger-Moser Type Inequalities in the Whole Space
Speaker: Federica Sani, University of Milan
Location: Warren Weaver Hall 1302
Date: Thursday, February 4, 2016, 11 a.m.
The Trudinger-Moser inequality is a substitute for the well known Sobolev embedding theorem when the limiting case is considered. We discuss Moser type inequalities in the whole space which involve complete and reduced Sobolev norm. Then we investigate the optimal growth rate of the exponential type function both in the first order case and in the higher order case.