Special Colloquium
Malabika Pramanik
Caltech
Optimal Sobolev regularity of a class of Fourier integral operators
Abstract: We discuss a class of Fourier integral operators that arises
from averaging, and derive sharp $L^p$-Sobolev regularity properties of
these operators for large values of $p$. Our results make use of a deep
estimate of Wolff associated to light cones. This is joint work with
Andreas Seeger.
Wednesday January 18, 2006 at 4:00 PM in SEO 636