# Interests

I like lots of things! I enjoy thinking about bridges between algebraic geometry and other things (arithmetic geometry, algebraic statistics, computational algebraic geometry, toric geometry, geometric representation theory, topos theory, etc). I also like to dabble in linguistics.

# Papers

- From category \(\mathcal{O}^\infty\) to locally analytic representations. With Matthias Strauch. arXiv:2011.12370. doi:10.1016/j.jalgebra.2021.09.032. Errata.
- Deformations of overconvergent isocrystals on the projective line. arXiv:1710.03404. doi:10.1016/j.jnt.2019.11.013.

See also: ORCID, arXiv, zbMATH

# Talks

Here are slides/notes for some of my past talks. If you find any errors in these, please let me know!

- From category \(\mathcal{O}^\infty\) to locally analytic representations. Two versions:
- Rennes. May 2021 at the
*Séminare géométrie arithmétique*at the Institut de recherches mathématique de Rennes. This talk includes more background material compared to the Padova version below. - Padova. April 2021 at the
*p-adic Representations and Arithmetic D-modules Seminar*, organized by Andrés Sarrazola Alzate and Francesco Baldassari, at the Università degli Studi di Padova. This talk assumes some background material that had been discussed in preceding seminar talks.

- Rennes. May 2021 at the
- Perspective: The Mathematics of Depicting Depth. Slides for a talk I gave at Colorado College’s
*Fearless Fridays*seminar in February 2020. - A Smörgåsbord of Arithmetic Geometry. Slides for a talk I gave at Colorado College’s
*Fearless Fridays*seminar in February 2018. - Contangent Complex. Some (incomplete!) notes I compiled when I was preparing for a talk I gave in David Nadler’s fall 2013
*Geometric Representation Theory*seminar.

# Other

Here are some other writings. If you find any errors in these, please let me know!

- PhD Thesis. Contains more expository content than the published version.
- Exponential at infinity. A fun explicit calculation I did during summer 2017 involving an irregular rank 1 overconvergent differential module over the Robba ring.
- Introduction to Cryptography. For an introductory cryptography course I taught.
- Off on a Tangent. About several incarnations of the derivative, for a real analysis course I taught.
- Fundamental group of a curve. An expository term paper from Martin Olsson’s Spring 2012 Algebraic Geometry course.
- Undergraduate Honors Thesis. Written during 2010–2011.