Alessandro De Stefani

Alessandro De Stefani serves as an Associate Professor in the Department of Mathematics at the University of Genoa, teaching advanced courses including Commutative Algebra 1 for Mathematics Master's students and Algebra 1 for undergraduate Mathematics programs, alongside specialized instruction in Logic, Chemistry-related mathematics, and Institutions of Mathematics.

His research centers on Commutative Algebra with specialized expertise in Hilbert-Kunz multiplicity, F-singularities, and combinatorial algebraic structures. De Stefani investigates ring-theoretic properties through prime characteristic methods, focusing on multiplicity behaviors, blowup algebras of determinantal ideals, and criteria for sequential Cohen-Macaulayness in singular varieties.

Analysis of his 2024-2025 publications reveals a cohesive research trajectory examining stability of algebraic invariants under deformation, particularly how F-singularities behave in prime characteristic settings. His collaborative work addresses foundational conjectures like Eisenbud-Green-Harris while developing new frameworks for understanding ideal powers and Hilbert functions in low-dimensional rings.

De Stefani maintains active research supervision through his teaching roles, with correspondence facilitated via alessandro.destefani@unige.it. His academic profile indicates consistent engagement with core algebraic research problems without indication of administrative appointments or external honors in the provided materials.