I am a sixth year Ph.d candidate at the University of Utah studying Representation Theory and Homological Algebra. I receive my BA in Mathematics and Computational Neuroscience from Cornell University. My advisors are Peter Trapa and Dragan Milicic. I enjoy skiing, hiking, and various video games.
I used to run the directed reading program for the math department at the U. This program helps pair graduate students with undergraduates interested in higher mathematics that is generally not covered in the undergraduate curriculum. For more information see: Program Webpage
I am currently teaching MATH 2210 Calc. III in Spring 2026. For specific course documents go to the teaching tab.
Recently I have been thinking about bases for equivariant K-theory attached to geometric parameters arising from reductive group actions and their interpretation via D-modules. Additionally, I have been attempting to understand the relationship between K-theory and Hecke algebras.