Samuel Marks

I am a second-year grad student at Harvard, studying number theory. My advisor is Mark Kisin.

email: smarks [at] math [dot] harvard [dot] edu

Papers

• Derivatives of p-adic Siegel Eisenstein series and p-adic degrees of arithmetic cycles (undergraduate thesis).
• p-adic properties of Hauptmoduln with applications to Moonshine (with Ryan Chen and Matthew Tyler): SIGMA 15 (2019).

Teaching

• Algebra I: Theory of groups and vector spaces (MATH 122, fall 2020).
• Modular forms tutorial (summer 2020).

Exposition

Here are some expository notes some may find useful.

• The action of Frobenius and rationality of zeta, given at STAGE in fall 2020.
• p-adic modular forms à la Serre, given at STAGE in spring 2020.