Maxim Mornev

Courses and seminars

p-adic Galois representations.

Étale cohomology seminar.

Drinfeld modules seminar.

Slides

Local Kummer theory for Drinfeld modules.
Second joint meeting of UMI–AMS (2024).

Local monodromy of A-motives.
Second joint congress of AMS–EMS–SMF (2022).

Local monodromy of Drinfeld modules.
WWU Münster Online Seminar (2021).

Local monodromy of Drinfeld modules.
UCSD Number Theory Seminar (2020).

t-motives (pre-talk).
UCSD Number Theory Seminar (2020).

Local monodromy of Drinfeld modules.
AMS Fall Eastern Virtual Sectional Meeting (2020).

Tate conjectures in function field arithmetic.
Upstate New York Online Number Theory Colloquium.

Theses

Shtuka cohomology and special values of Goss L-functions.
PhD thesis. Advisors: Lenny Taelman, Fabrizio Andreatta and Bas Edixhoven. An improved version is available on arXiv:

Zero-cycles on surfaces.
Master thesis. Advisor: François Charles.

Notes

The notes are from my time in the graduate school in Leiden.

The pro-étale cohomology of $\mathbb{Z}_\ell$.
Étale Cohomology Seminar.

A sketch of Hodge Theory.
Seminar on K3 surfaces and their automorphisms.

Derived categories.
Coherent Cohomology Seminar.

Flat and étale morphisms.
The Étale Fundamental Group Seminar.