Wild Galois Representations: elliptic curves over a 3-adic field - Acta Arithmetica 195 No 3 (2020), pp. 289-303 (abstract, arxiv).
Wild Galois Representations: elliptic curves over a 2-adic field with non-abelian inertia action - International Journal of Number Theory 16 No 6 (2020), pp. 1199-1208 (abstract, arxiv).
Notes on Markov's Theorem (arxiv) - with Matteo Barucco.
Wild Galois representations: a family of hyperelliptic curves with large inertia image - Mathematical Proceedings of the Cambridge Philosophical Society 173 No 3 (2022) , pp. 619-633 (abstract, arxiv).
Reduction types of genus-3 curves in a special stratum of their moduli space - with Irene Bouw, Pınar Kılıçer, Sabrina Kunzweiler, Elisa Lorenzo García, Anna Somoza - Association for Women in Mathematics Series 24 (2021), pp. 115-162 (abstract, arxiv).
Formalized Class Groups Computations and Integral Points on Mordell Elliptic Curves - with Anne Baanen, Alex J. Best, Sander R. Dahmen - CPP 2023: Proceedings of the 12th ACM SIGPLAN International Conference on Certified Programs and Proofs (2023), pages 47-62 (abstract, arxiv).
Power values of power sums: a survey - with Mar Curcó-Iranzo, Maleeha Khawaja, Vandita Patel, Özge Ülkem - Association for Women in Mathematics Series 32 (2024), pp. 155-193 (abstract, arxiv).
On perfect powers that are sums of cubes of a nine term arithmetic progression - with Mar Curcó-Iranzo, Maleeha Khawaja, Vandita Patel, Özge Ülkem - Indagationes Mathematicae (2024), Volume 35, Issue 3, pages 500-515 (open access, arxiv)
On the conductor of Ciani plane quartics - with Irene Bouw, Elisa Lorenzo García, Anna Somoza - La Matematica (2025), Volume 4, pages 643-673 (online version, arxiv)
Geometrically simple counterexamples to a local-global principle for quadratic twists - with Emiliano Ambrosi, Francesc Fité, Mathematische Zeitschrift (2025), Volume 311, article number 64 (abstract, arxiv)
Wild Galois representations: elliptic curves with wild cyclic reduction (arxiv)
My PhD thesis: Wild Galois representations of elliptic and hyperelliptic curves.
In case somebody has the implausible idea to cite my work: please cite the published version, not the arxiv. Otherwise I will never get a job. :)