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Alessio Figalli is a mathematician and the director of the FIM (Financial Intermediation and Markets) department at ETH Zurich. Find his contact information, academic and media inquiries, and FIM team members on his personal homepage.
Alessio Figalli (* 2. April 1984 in Rom) ist ein italienischer Mathematiker, der sich mit partiellen Differentialgleichungen beschäftigt. Er ist Träger der Fields-Medaille . Inhaltsverzeichnis. 1 Biografie. 2 Schriften (Auswahl) 3 Weblinks. 4 Einzelnachweise. Biografie.
2010. Global-in-time weak measure solutions and finite-time aggregation for nonlocal interaction equations. JA Carrillo, M DiFrancesco, A Figalli, T Laurent, D Slepčev. 325. 2011. Existence and uniqueness of martingale solutions for SDEs with rough or degenerate coefficients. A Figalli.
Alessio Figalli (Italian: [aˈlɛssjo fiˈɡalli]; born 2 April 1984) is an Italian mathematician working primarily on calculus of variations and partial differential equations. He was awarded the Peccot-Vimont Prize and the Peccot Lectures in 2012, the EMS Prize in 2012, [1] the Stampacchia Medal in 2015, [2] the Feltrinelli Prize ...
Alessio Figalli is a professor of mathematics and the director of FIM at ETH Zürich. He has worked at various institutions in Italy, France, Switzerland and the USA, and has a PhD from Pisa and Lyon.
PeriodPositions/educationSep 2019 – presentFIM Director, ETH Zürich (Zurich, ...Sep 2016 – presentChaired Professor, ETH Zürich (Zurich, ...Sep 2013 – Aug 2016Full Professor and R. L. Moore Chair, The ...Sep 2011 – Aug 2013Full Professor, The University of Texas ...Alessio Figalli specializes in the wide-ranging fields of Calculus of Variations and Partial Differential Equations, focusing especially on optimal transport, functional and geometric inequalities, elliptic partial differential equations, and free boundary problems.
Alessio Figalli is a Full Professor of Mathematics at ETH Zurich and a leading expert in optimal transportation and PDEs. He received the Fields Medal in 2018 for his contributions to functional and geometric inequalities, Monge-Ampère equations, and random matrix theory.
