February Fourier Talks 2008
Diego Maldonado
Title:
Generalized bilinear Calderon-Zygmund operators and applications
Abstract:
We will discuss a fairly general theory of bilinear
Calderon-Zygmund operators that describes their mapping properties in
products of weighted Lebesgue, Hardy, and Amalgam spaces. Applications of
the theory will include the study of bilinear pseudo-differential
operators of Coifman-Meyer type and molecular paraproducts with mild
regularity. This is joint work with Virginia Naibo also from Kansas State
University.