- University Life
PhD, Mathematics, The University of Chicago
Adler studies harmonic analysis on reductive p-adic groups, a subject that is closely connected to number theory. He also occasionally directs undergraduate research projects.
[Past few years only]
"Root data with group actions", Workshop and Conference on Representation Theory of p-adic Groups, IISER Pune, July 18, 2017.
"The Kostant section and topologically nilpotent elements", AMS Special Session on recent developments in automorphic forms and representation theory, Hunter College, New York, May 6, 2017.
"Transferring representations between finite reductive groups",
"Representations of p-adic GL(2)", a 9-hour minicourse given at IISER Pune, January 15-February 9, 2016.
"Nonstandard analysis", Math Club, IISER Pune, January 29, 2016.
"An education reform that passed the test of time", Mathematics Education Seminar, University of Toronto, October 20, 2015.
"Lifting representations of finite reductive groups", Mathematics Seminar, IISER Pune, July 30, 2014.
"Representation theory and p-adic numbers: What and why?",
"The dual of a reductive group",
"Towards a lifting of representations of finite reductive groups",
"Liftings and Deligne-Lusztig theory", Conference on Representation Theory of Finite Groups of Lie Type: Deligne-Lusztig Theory, Tata Institute of Fundamental Research, Mumbai, India, December 16, 2011.
"Lifting representations of finite reductive groups", Representation Theory Seminar, University of Oklahoma, March 4, 2011.
"Tamely ramified tori", AMS Special Session on Harmonic Analysis and Representations of Reductive p-adic Groups, Joint Mathematics Meetings, San Francisco, January 16, 2010.