Summary
My main research area is probability theory, with a special interest in problems related to physics, in particular problems concerning phase transitions and random media.
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Publications
Journals
Duminil-Copin H, Goswami S, Rodriguez P-F, et al., 2023, EQUALITY OF CRITICAL PARAMETERS FOR PERCOLATION OF GAUSSIAN FREE FIELD LEVEL, Duke Mathematical Journal, Vol:172, ISSN:0012-7094, Pages:839-913
Drewitz A, Prevost A, Rodriguez P-F, 2023, Critical exponents for a percolation model on transient graphs, Inventiones Mathematicae, Vol:232, ISSN:0020-9910, Pages:229-299
Duminil-Copin H, Rivera A, Rodriguez P-F, et al., 2023, EXISTENCE OF AN UNBOUNDED NODAL HYPERSURFACE FOR SMOOTH GAUSSIAN FIELDS IN DIMENSION <i>d</i> ≥ 3, Annals of Probability, Vol:51, ISSN:0091-1798, Pages:228-276
Goswami S, Rodriguez P-F, Severo F, 2022, ON THE RADIUS OF GAUSSIAN FREE FIELD EXCURSION CLUSTERS, Annals of Probability, Vol:50, ISSN:0091-1798, Pages:1675-1724
Drewitz A, Prevost A, Rodriguez P-F, 2022, Cluster capacity functionals and isomorphism theorems for Gaussian free fields, Probability Theory and Related Fields, Vol:183, ISSN:0178-8051, Pages:255-313