I study model theory, an area of mathematical logic, and its interface with analysis, topology and combinatorics.
In particular I am interested in the following topics:

• Definable topology and functional analysis in o-minimal, dp-minimal, and other classes of tame theories.
• Types and combinatorics in distal, NIP and NTP2 theories.

I am an Assistant Professor in the Department of Mathematical Analysis at the University of Valencia. I teach a variety of courses in mathematical analysis and calculus across several degree programs. My research focuses on functional analysis, especially the geometry of Banach spaces. My interests include, among others, the theory of norm-attaining and numerical-radius-attaining operators and Bishop–Phelps–Bollobás-type properties; other types of norm-attaining mappings (Lipschitz, multilinear, polynomials, tensors, etc.); diameter 2 properties in Banach spaces; and Lipschitz-free spaces.