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.
Please visit my personal homepage for more information.
Publications
Journals
Deuschel JD, Rodriguez PF, 2024, A Ray–Knight theorem for ∇ϕ interface models and scaling limits, Probability Theory and Related Fields, ISSN:0178-8051
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