2 problems
Let be the local field under consideration and let denote its absolute Galois group. Let be a representation of with finite local monodromy. For a positive i…
Hasse–Arf theorem. The arithmetic conductors are nonnegative integers:
Let be the local field under consideration and let denote its absolute Galois group. Let be a representation of with finite local monodromy. For a positive i…
Hasse–Arf theorem. The arithmetic conductors are nonnegative integers: