12 citations · 75 across the 36 of their papers we have counts for
5 papers · 1 filter
Another proof of the Semistable Reduction Theorem
Kai Arzdorf, Stefan Wewers
We give a new proof of the Semistable Reduction Theorem for curves. The main idea is to present a curve over a local field as a finite cover of the projective line $X=\PP^1…
Computing -functions and semistable reduction of superelliptic curves
Irene I. Bouw, Stefan Wewers
We give an explicit description of the stable reduction of superelliptic curves of the form at primes $\p$ whose residue characteristic is prime to the exponent . We…
A non-abelian conjecture of Tate-Shafarevich type for hyperbolic curves
Jennifer Balakrishnan, Ishai Dan-Cohen, Minhyong Kim +1
We state a conjectural criterion for identifying global integral points on a hyperbolic curve over in terms of Selmer schemes inside non-abelian cohomology functors wi…
Explicit Chabauty-Kim theory for the thrice punctured line in depth two
Ishai Dan-Cohen, Stefan Wewers
Let , and let denote a finite set of prime numbers. In an article of 2005, Minhyong Kim gave a new proof of Siegel's theorem for :…
Cyclic Extensions and the Local Lifting Problem
Andrew Obus, Stefan Wewers
The local Oort conjecture states that, if G is cyclic and k is an algebraically closed field of characteristic p, then all G-extensions of k[[t]] should lift to characteristic zero…