UPCOMING events
Nodal solutions for a class of degenerate boundary value problems

Date: August 01, 2017
Location:FLN 4.01.20
Time: 4:00 PM - 5:00 PM

Archives

Applications of Geometric Invariant Theory to Free Analysis

Dr. Gelu Popescu

Professor

UTSA Department of Mathematics

The talk is a survey of several aspects of operator theory on noncommutative polyballs including an analogue of Sz.-Nagy/Foias theory of contractions, a theory of free holomorphic functions on polyballs and their automorphisms, as well as results concerning the curvature invariant and Euler characteristic associated with the elements of the polyball and an extension of Arveson's version of Gauss-Bonnet-Chern theorem from Riemannian geometry. Several open problems are pointed out.

Great Plains Operator Theory Website