Friday, October 11, 2019
1:30pm –
2:30pm
Storrs Campus
MONT 313
Abstract: Liouville's theorem, in its strong form, states that harmonic functions of polynomial growth are polynomials. I will describe a new proof of this well-known theorem on Abelian and nilpotent groups. The method arises from the study of convexity properties of harmonic functions on discrete spaces. Joint work with Dan Mangoubi.
Contact:
Analysis and Probability Seminar (primary), UConn Master Calendar
