Eamon Quinlan-Gallego

Email: quinlan@math.utah.edu
Office: JWB 209

I am a postdoc (Wylie Assistant Professor) in the Department of Mathematics of the University of Utah. Before that I was a graduate student at University of Michigan, where my advisor was Karen Smith. I got my undergraduate degree from the University of Glasgow, with a one year exchange at the National University of Singapore. I am from El Escorial, in Spain.

You can see my CV here, last updated on September 2021.

 

Research: I am interested in rings of differential operators and their applications to commutative algebra and algebraic geometry. In particular, I have been studying positive-characteristic analogues of Bernstein-Sato polynomials and the structure of rings of differential operators on singular algebras.

DOCAS: I co-organize the Differential Operators in Commutative Algebra Seminar, which happens in the summers over Zoom. Website.

Notes: All comments welcome and appreciated!

Teaching:

Thesis template: Angus Chung and I developed a thesis template for LaTeX which is compatible with the requirements of the Rackham Graduate School, to which Yifeng Huang made later improvements. You can find the most up-to-date version of the template (as of April 2022) here. The template has a few shortcomings, which are detailed in the README file. If you find a way to overcome them or otherwise improve the template, please let me know!