I am currently a 6th year Ph.D. student in
mathematics at the
University of Chicago.
I am interested in number theory and algebraic geometry. I am primarily studying modular forms and Shimura curves, with an emphasis on automorphy lifting theorems.
My advisor is Matthew Emerton.
Starting Summer 2018, I will be a Hedrick Assistant Professor (i.e. postdoc) at UCLA.
Department of Mathematics
University of Chicago
5734 S. University Avenue
Chicago, IL, 60637
- EZADS inputs which produce half-factorial block monoids.
Semigroup Forum 90.3 (2015), pp. 775–799.
- Patching and Multiplicity 2k for Shimura Curves
- New cases of Ihara's lemma for Shimura curves over Q. with Jack Shotton
Math 15100: Calculus I (Fall 2014)
Math 15200: Calculus II (Winter 2015)
Math 15300: Calculus III (Spring 2015)
Math 19520: Math Methods for Soc. Sci (Fall 2015)
Math 19620: Linear Algebra (Winter 2016)
Math 19520: Math Methods for Soc. Sci (Spring 2016)
Math 19520: Math Methods for Soc. Sci (Fall 2016)
Math 19620: Linear Algebra (Winter 2017)
Math 19520: Math Methods for Soc. Sci (Fall 2017)
Math 19620: Linear Algebra (Winter 2018)