About
Professor Andrea Brini is a Professor of Mathematical Physics at the University of Sheffield's School of Mathematical and Physical Sciences, holding this position since 2019 while on leave from a CNRS permanent research post at the University of Montpellier. His career spans prestigious institutions including SISSA Trieste, Imperial College London, and the University of Geneva.
His educational background includes:
- Undergraduate studies in Physics at Milan
- PhD in Mathematical Physics at SISSA Trieste (2009) under Boris Dubrovin and Alessandro Tanzini
Brini's research lies at the dynamic intersection of Geometry and Mathematical Physics, with deep expertise in the mathematical structures of String Theory and their connections to Integrable Systems and Algebraic Geometry. His work focuses on topological strings, Gromov-Witten theory, and their applications to gauge theory, matrix models, and moduli space problems, contributing significantly to theoretical frameworks that bridge physical phenomena with geometric invariants. As a core member of the Sheffield Algebraic Geometry and Mathematical Physics research group, he actively shapes collaborative investigations into cutting-edge mathematical structures.
Analysis of his 15 most recent publications (2012-2024) reveals a consistent emphasis on Algebraic Geometry and Mathematical Physics, with accelerating focus on Gromov-Witten theory, mirror symmetry, and integrable systems since 2020. His work demonstrates increasing engagement with logarithmic geometry, Looijenga pairs, and higher-dimensional gauge theories, reflecting evolving trends in connecting geometric structures to quantum field theories and string dualities.
His scientific recognition includes:
- Marie Curie Fellowship (2011-2013)
Brini currently leads the EPSRC-funded project "Mirror symmetry, quantum curves and integrable systems" and holds key administrative roles: Head of the Algebraic Geometry and Mathematical Physics group, Deputy Director of Research and Innovation for the School of Mathematics and Statistics, and member of the EPSRC Strategic Advisory Team for Mathematical Sciences. These positions underscore his leadership in shaping research strategy and fostering interdisciplinary collaboration.
He actively contributes to the Sheffield Algebraic Geometry and Mathematical Physics research ecosystem, mentoring junior researchers and collaborating internationally through his longstanding ties with institutions like CNRS, Imperial College, and MSRI Berkeley.
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