Hari Rau-Murthy


I am postdoc at University of Rochester working with Doug Ravenel. Prior to this, I was a graduate student at University of Notre Dame under Mark Behrens. (Page last updated 7/9/2024)



Info:


Research
Most recently, I fixed, a result of McCarthy and Minasian and generalized the Hochschild-Kostant-Rosenberg(HKR) theorem to factorization homology. I am currently working on a project relating the Dennis trace and the transchromatic character map, using the chromatic nullstellensatz and the chromatic Fourier transform; for details, see my research statement below and let me know if you have any ideas, or if you want to collaborate! My other projects over the past six years have involved the Adams/May spectral spectral sequence computations, tmf computations, algebraic K-theory, 2-vector bundles/2-characters, Hopkins-Kuhn-Ravenel-Stapleton character theory, the Bismut-Chern character, and factorization homology.
eCHT Reading Seminar
I was a recipient of the ECHT fellowship grant funded by the NSF (2022-2023). Click here to see some cool math and to learn more about this online community.


Links:


Fall 2024 teaching: Math 164(U of R) Class website

Fall 2024 teaching: Math 161(U of R) Class website

Fall 2023 teaching(Notre Dame): Calc I lightboard videos