3 papers
math.NT2025
Weil representations associated to isocrystals over function fields
Maxim Mornev, Richard Pink
Every Anderson -motive over a field determines a compatible system of Galois representations on its Tate modules at almost all primes of . This adapts easily to -isocr…
math.NT2024
Local Kummer theory for Drinfeld modules
Maxim Mornev, Richard Pink
Let be a Drinfeld -module of finite residual characteristic over a local field . We study the action of the inertia group of on a modified adelic…
math.NT2018
Shtuka cohomology and special values of Goss L-functions
M. Mornev
Assuming everywhere good reduction we generalize the class number formula of Taelman to Drinfeld modules over arbitrary coefficient rings. In order to prove this formula we develop…