Jakab Schrettner

activity

20202026

collaborators

3 papers

math.NT2026

Defining reduction types of curves via minimal regular and minimal normal crossings models

Jakab Schrettner

We propose a definition of the reduction type of a curve over a discretely valued field in terms of the special fibre of an arbitrary regular model. We show that under this definit…

math.NT2025

Local constancy of reduction type and related invariants for curves in $p$ -adic families

Jakab Schrettner

We investigate the behaviour of the reduction type and related invariants of curves in families of curves over a discretely valued field. By a family, we will mean a set of curves…

math.CO2020

Avoiding right angles and certain Hamming distances

Balázs Bursics, Dávid Matolcsi, Péter Pál Pach +1

In this paper we show that the largest possible size of a subset of $F_{q}^{n}$ avoiding right angles, that is, distinct vectors $x, y, z$ such that $x - z$ and $y - z$ are perpendi…

Defining reduction types of curves via minimal regular and minimal normal crossings models

Local constancy of reduction type and related invariants for curves in p-adic families

Avoiding right angles and certain Hamming distances

Local constancy of reduction type and related invariants for curves in $p$ -adic families