8 citations · 8 across the 6 of their papers we have counts for
6 papers
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…
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…
Local monodromy of Drinfeld modules
M. Mornev
Compared with algebraic varieties the local monodromy of Drinfeld modules appears to be hopelessly complex: The image of the wild inertia subgroup under Tate module representations…
Tate modules of isocrystals and good reduction of Drinfeld modules
M. Mornev
A Drinfeld module has a -adic Tate module not only for every finite place of the coefficient ring but also for . This was discov…
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…
Tannakian properties of unit Frobenius-modules
Maxim Mornev
We show that unit -modules of Emerton and Kisin provide an analogue of locally constant sheaves in the context of Böckle-Pink -crystals. For example they fo…