RESEARCH PAPERS:
On the convergence of boundary points for hyperbolic inner functions (with M. Mencía) Bull. Lond. Math. Soc. (2026)
Boundaries of multiply connected Fatou components. A unified approach (with G. R. Ferreira) J. Geom. Anal.(2026)
Boundary behaviour of universal covering maps (with G. R. Ferreira) Adv. Math. (2025)
Periodic boundary points for simply connected Fatou components of transcendental maps. Math. Ann. (2025)
Boundary dynamics in unbounded Fatou components (with N. Fagella) Trans. Amer. Math. Soc. (2025)
A model for boundary dynamics of Baker domains (with N. Fagella) Math. Z. (2023)
PREPRINTS:
Boundaries of Baker domains of entire functions. A finer approach (with L. Pawelec) Preprint (2026)
Boundaries of hyperbolic and simply parabolic Baker domains (2024) Accepted in Ergodic Theory Dynam. Systems
Pesin theory for transcendental maps and applications (2024)
THESES:
Periodic boundary points for transcendental Fatou components (2025). PhD Thesis
Dynamics on the boundary of Fatou components (2021). Master's Thesis
The Denjoy-Wolff Theorem, extensions and applications (2020). Degree's Thesis