Monday, December 9, 2019 3:00 pm
-
3:00 pm
EST (GMT -05:00)
Yi Wang, State University of New York at Buffalo
"Arveson-Douglas Conjecture --- a Harmonic Analysis Approach"
The Arveson-Douglas Conjecture arises from Arveson's study of tuples of operators with certain contractive properties. Geometric points of view were introduced by Arveson and Douglas, for instance, by associating the tuples with algebraic varieties. In this talk, I will introduce the background of the Arveson-Douglas Conjecture and its connections with other problems. I will also briefly explain a harmonic analysis approach of the conjecture, which proves to be useful in recent years.
MC 5501