Time: 14:30
Speaker: Roman Dwilewicz (Missouri University of Science and Technology)
Title: "Recent Results on Holomorphic Extension of Functions for Unbounded Domains in $\mathbb{C}^n$"
Room: MC 108

Abstract: In the talk there will be presented recent results on global holomorphic extensions for generalized tubes in $\mathbb{C}^n$ and tube-like domains in $\mathbb{C}^2$. There is an interesting geometry behind the extension problem for unbounded domains, namely (in some cases) it depends on the position of a complex variety in the closure of the domain. The extension problem appeared non-trivial and the work is in progress. However the talk will be illustrated by many figures and pictures and should be accessible also to graduate students. This is a common work with Al Boggess (Arizona State Univ.) and Zbigniew Slodkowski (Univ. Illinois at Chicago).