Published or accepted papers:
Galois representations with large image in the Langlands correspondence. To appear in BIRS-CMO proceedings "Langlands Program: Number Theory and Representation Theory" (2025) (arXiv).
Bianchi and Hilbert-Blumenthal quaternionic orbifolds (joint with A. Verjovsky). Geom. Dedicata 217, Article number:108 (2023) (arXiv, Journal).
Automorphic Galois representations and the inverse Galois problem for certain groups of type D_m. Proc. Amer. Math. Soc. 149 (2021), 89-95 (arXiv, Journal).
Lübeck's classification of representations of finite simple groups of Lie type and the inverse Galois problem for some orthogonal groups. J. Number Theory 206 (2020), 182-193 (arXiv, Journal).
On the images of the Galois representations attached to generic automorphic representations of GSp(4) (joint with L. Dieulefait). Ann. Scuola Norm. Sup. Pisa Cl. Sci. (5), 20 (2020), no. 2, 635-655 (arXiv, Journal).
On the images of the Galois representations attached to some RAESDC automorphic representations of GLn(AQ), Math. Res. Lett. 26 (2019), no. 3, 921-947. (arXiv, Journal).
Constructing Hilbert modular forms without exceptional primes (joint with L. Dieulefait). Math. Z. 288 (2018), 199-215. (arXiv, Journal).
Preprints or submitted papers:
Classifying representations of finite classical groups of Lie type of dimension up to $\ell^4$ (joint with L. Gutiérrez-Frez). Submitted (arXiv).
Scientific outreach in Spanish:
El programa de Langlands y su aplicación al problema inverso de la teoria de Galois. MIXBA’AL, Revista Metropolitana de Matemáticas. Vol. 15, No. 1 (2024) 51-66 (Journal).
Perfectoides: la revolucionaria idea de Peter Scholze. Motivos matemáticos 1 (2018) no. 3. (Journal).
Other writing:
On the images of G_2-valued automorphic Galois representations. Preprint 2020 (arXiv). Several results of this work are now part of my paper “Galois representations with large image in the Langlands correspondence”, therefore I no longer intend to publish this one.
On the images of the Galois representations associated to certain automorphic forms. PhD thesis (University library).
ORCID-ID: https://orcid.org/0000-0002-6379-7294