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Alessio Ranallo obtained his PhD in Mathematics under the supervision of Roberto Longo, focusing on Algebraic Quantum Field Theory (AQFT), particularly investigating the typical operator algebraic tools such as Tomita-Takesaki modular theory used in the study of quantum information theory and complexity. In December 2023, he joined Antti Knowles' Group, where his work primarily focuses on the spectral properties of random graphs. His main research interests lie in mathematical physics and probability theory, particularly in topics such as random graphs, gap stability in quantum lattice systems, operator algebras, and (quantum) complexity information theory.
Includes Department of Management, Finance, Economics, and Statistics programs. GMAT is strongly encouraged but not mandatory for most GSEM masters.