S. Kunzweiler

activity

20192026

most citedDifferential Forms on Hyperelliptic Curves with Semistable Reduction

5 citations · 9 across the 7 of their papers we have counts for

collaborators

Showing 2020Show all

3 papers · 1 filter

math.NT2020

A user's guide to the local arithmetic of hyperelliptic curves

Alex J. Best, L. Alexander Betts, Matthew Bisatt +8

A new approach has been recently developed to study the arithmetic of hyperelliptic curves $y^{2} = f (x)$ over local fields of odd residue characteristic via combinatorial data associa…

math.AG2020

Integral differential forms for superelliptic curves

Sabrina Kunzweiler, Stefan Wewers

Given a superelliptic curve $Y_{K} : y^{n} = f (x)$ over a local field $K$ , we describe the theoretical background and an implementation of a new algorithm for computing the $\mathcal{O…

math.AG2020★ 3 cited

Reduction type of genus-3 curves in a special stratum of their moduli space

Irene Bouw, Nirvana Coppola, Pınar Kılıçer +3

We study a 3-dimensional stratum $M_{3, V}$ of the moduli space $M_{3}$ of curves of genus $3$ parameterizing curves $Y$ that admit a certain action of $V= C_2\tim…