Juan Esteban Rodríguez Camargo received his doctorate in 2022 from the École normale supérieure de Lyon, under the supervision of Vincent Pilloni. After graduating, he held a postdoctoral position at the Max-Planck-Institut für Mathematik in Bonn and was a Junior Simons Fellow at Columbia University. In 2025, he returned to Bonn as head of a research group at the Max-Planck-Institut.
His main areas of research are arithmetic geometry and condensed mathematics. He is particularly interested in applying the tools of condensed mathematics to the study of the deep and complex interactions between representation theory and arithmetic geometry, which are at the heart of the Langlands p-adic program.
In his work, he has introduced solid locally analytic representation theory (in collaboration with Rodrigues Jacinto), generalized Pan's locally analytic completed cohomology theory in the framework of geometric Sen theory, and introduced the analytic de Rham field—an object that grounds a general theory of analytic D-modules in analytic geometry.
In a work-in-progress with Anschütz, Le Bras and Scholze, they develop the theory of analytic prismatization in p-adic geometry, inspired by the full version of Bhatt-Lurie and Drinfeld. This theory aims to provide the natural framework for the geometrization of the locally analytic p-adic Langlands program, in the spirit of Fargues-Scholze.
Juan Esteban Rodríguez Camargo is the winner of the Peccot lecture for the year 2025-2026, proposed by Pre Nalini Anantharaman, Spectral Geometry Chair .
