Research (Updated at January 2020)

My research is included in the field of Geometric Analysis; my interests lie primarily in minimal surfaces, Riemann surfaces, complex geometry, and holomorphic contact geometry. Most of my main results contribute to the study of minimal surfaces in the Euclidean space Rn by using both classical and modern Complex Analytic tools, but I have also studied other topics, such as Bryant surfaces in the hyperbolic space H3, complex curves in C2, and more generally complex hypersurfaces in the complex Euclidean space Cn, holomorphic null curves in Cn and in the special linear group SL2(C), and holomorphic Legendrian curves in complex contact manifolds.

In 2016 my profile was included in the index of Emerging Stars of the University of Granada.

Current Research Grants

Publications [Mathscinet] [zentralblatt] [arxiv]


Papers 2015-Today

Papers 2006-2014

Ph.D. Thesis

Organization of Events

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