Surena Hozoori

Surena Hozoori is a Visiting Assistant Professor of Mathematics at the University of Rochester's Department of Mathematics within the School of Arts & Sciences. Office location: 1017 Hylan Building.

Research focuses on the intersection of differential geometry, topology, and dynamical systems. Key areas include: geometric structures of Anosov flows in 3-manifolds, contact and symplectic topology, Ricci curvature in Reeb dynamics, surgery theory for bi-contact structures, and conformal geometry applications in topological dynamics. Methodologies combine geometric analysis with topological invariants to study Hamiltonian systems and hyperbolic flows.

Publications (2020-2025) establish frameworks for analyzing Anosov flows through contact geometric invariants, with recent advances in Liouville geometry regularity and Dirichlet optimization for entropy analysis. Work demonstrates consistent progression from foundational classification (2020) to computational optimization techniques (2023-2025).

No scientific awards, students, or laboratory affiliations are documented.