Title: Heat Eisenstein Series and Applications
<p>Speaker: Eliot Brenner, Ben Gurion University


<p>I will define the heat Eisenstein series and sketch some of their theory, 
as developed by Jorgenson and Lang in the 90s and early 00s.  Then, I will describe 
their role in an ongoing project to generalize theta relations and 
spectral zeta functions to arithmetic quotients of real Lie groups in 
higher rank.  Finally, I will state some of my results on exact 
fundamental domains and explain how they are used or are expected to be 
used in this program.