• Annular solutions to the partitioning problem in a ball, with I. Fernández and P. Mira. J. Reine Angew. Math. 828 (2025), 57–81. (arXiv:2212.07986)


• Free boundary CMC annuli in spherical and hyperbolic balls, with I. Fernández and P. Mira. Calculus of Variations and PDE, 64, 37 (2025). (arXiv:2403.04595)

• On the classification of Serrin planar domains, with I. Fernández and P. Mira. Preprint, 2026.


• Free boundary saddle disks in the unit ball. Preprint, 2025.


• Free boundary minimal annuli in geodesic balls of H3. Preprint, 2025.

• Constant mean curvature annuli with free boundary. PhD Thesis, 2025.


• Teoría de bifurcación y problemas sobredeterminados (Bifurcation theory and overdetermined problems). Notes from an 8-hour mini course by David Ruiz at Universidad de Sevilla, 2025 (Spanish).


• Introduction to Simon-Smith min-max theory. Slides from a 6-hour mini course delivered at IMPA (Rio de Janeiro, Brazil) and Universidad de Granada, 2024.


• Construction of free boundary CMC annuli in geodesic balls. Poster presented at the European School of Differential Geometry (Granada, Spain), 2024.


• El problema de Hopf para superficies de Weingarten (Hopf's problem for Weingarten surfaces). Master Thesis, 2022 (Spanish).


• Aplicaciones Geométricas del Principio del Máximo para EDPs elípticas (Geometric applications of the Maximum Principle for elliptic PDEs). Undergraduate Thesis, 2021 (Spanish).

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Email: alberto.cerezo[at]uclm.es

Address: Departamento de Matemáticas
Universidad de Castilla-La Mancha
Avda. Camilo José Cela, s/n
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