Galois measures and the Katz map

2025/04/29 by Laurent Berger, Berger, Laurent
Computer Science · Engineering · #Polynomial and algebraic computation #Advanced Numerical Analysis Techniques #Advanced Algebra and Logic

paper · pdf · doi:10.48550/arxiv.2504.20558

Abstract

The purpose of this paper is to explain the proofs of the results announced by Nick Katz in 1977, namely a description of ``Galois measures for Tate modules of height two formal groups over the ring of integers of a finite unramified extension of Q_p''.

Citations

• Bounded functions on the character variety

Related

• On the observability of Galois representations and the Tate conjecture
• A finer Tate duality theorem for local Galois symbols
• Honda formal group as Galois module in unramified extensions of local fields
• Arithmetic Duality
• Lifting Theorems and Smooth Profinite Groups