Francesco Bonsante

Francesco Bonsante is a Full Professor at the University of Pavia, affiliated with the Department of Mathematics. His research focuses on differential geometry, geometric topology, and Lorentzian geometry, with significant contributions to hyperbolic geometry, Teichmüller theory, and Anti-de Sitter geometry. He is part of the Algebra and Geometry research group and maintains an active research agenda in global analysis and low-dimensional topology.

His research interests span a broad range of geometric topics, including the study of surfaces in hyperbolic and Anti-de Sitter spaces, geometric structures on manifolds, and the interplay between differential geometry and topology. He has explored rigidity phenomena, minimal surfaces, and convex geometry in various contexts, contributing to the understanding of geometric flows and geometric analysis in low dimensions.

Recent work emphasizes geometric analysis of surfaces and manifolds in both hyperbolic and Lorentzian settings, with a focus on curvature conditions, convexity, and the interplay between algebraic structures (like SL(2,C)) and geometric properties. His studies on Anti-de Sitter geometry and Teichmüller theory have advanced the understanding of globally hyperbolic manifolds and their geometric invariants.

While no specific awards are listed, his extensive publication record reflects his significant contributions to geometric research. Details on advising and grant activities are not provided, but his research contributions suggest active involvement in guiding students and securing funding. He is an active member of the Algebra and Geometry research group at the University of Pavia, contributing to collaborative projects within the department's broader research initiatives.