Robin Visser

activity

20222025

most citedCurves with few bad primes over cyclotomic

Z_{ℓ}

-extensions

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.CO2025

Rectangle partitions generalizing integer partitions

Krystian Gajdzica, Robin Visser, Maciej Zakarczemny

In this paper, we introduce a natural geometric extension of the partition function. More precisely, we investigate the problem of counting partitions of a rectangle into rectangul…

math.NT2023★ 1 cited

Curves with few bad primes over cyclotomic $Z_{ℓ}$ -extensions

Samir Siksek, Robin Visser

Let $K$ be a number field, and $S$ a finite set of non-archimedean places of $K$ , and write $O_{S}^{\times}$ for the group of $S$ -units of $K$ . A famous theorem of Siegel ass…

math.NT2022

Potential good reduction of hyperelliptic curves

Robin Visser

Let $K$ be a number field, and $g \geq 2$ a positive integer. We define $c_{K} (g)$ as the smallest integer $n$ such that there exist infinitely many $K$ -isomorphism classe…

Rectangle partitions generalizing integer partitions

Curves with few bad primes over cyclotomic Zℓ​-extensions

Potential good reduction of hyperelliptic curves

Curves with few bad primes over cyclotomic $Z_{ℓ}$ -extensions