activity
20002023
most citedConductor and discriminant of Picard curves

12 citations · 48 across the 27 of their papers we have counts for

collaborators

29 papers

math.NT2023

On the conductor of Ciani plane quartics

Irene Bouw, Nirvana Coppola, Elisa Lorenzo García +1

In this paper we determine the conductor exponent of non-special Ciani quartics at primes of potentially good reduction in terms of the Ciani invariants. As an intermediate step in…

math.NT2023

Computing the Weil representation of a superelliptic curve

Irene I. Bouw, Duc Khoi Do, Stefan Wewers

We study the Weil representation of a curve over a -adic field with potential reduction of compact type. We show that can be reconstructed from its stable reduction. For…

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 of the moduli space of curves of genus parameterizing curves that admit a certain action of $V= C_2\tim…

math.NT2019★ 12 cited

Conductor and discriminant of Picard curves

Irene I. Bouw, Angelos Koutsianas, Jeroen Sijsling +1

We describe normal forms and minimal models of Picard curves, discussing various arithmetic aspects of these. We determine all so-called special Picard curves over wit…

math.NT2018

Dynamical Belyi maps and arboreal Galois groups

Irene I. Bouw, Ozlem Ejder, Valentijn Karemaker

We consider a large class of so-called dynamical Belyi maps and study the Galois groups of iterates of such maps. From the combinatorial invariants of the maps, we construct a usef…

cs.IT2018

Improved Power Decoding of Interleaved One-Point Hermitian Codes

Sven Puchinger, Johan Rosenkilde, Irene Bouw

We propose a new partial decoding algorithm for -interleaved one-point Hermitian codes that can decode-under certain assumptions-an error of relative weight up to $1-(\tfrac{k+g…