Andre Henriques

Andre Henriques is a Research Fellow at the Mathematical Institute, University of Oxford, within the Department of MATH. His research interests include Conformal field theory, Algebraic topology, Operator algebras, and Representation theory. Henriques is associated with the Functional Analysis research group. He has contributed to recent publications such as 'A three-functor formalism for commutative von Neumann algebras' and 'Complete W*-categories'. His work is also featured in 'The Segal-Neretin semigroup of annuli' and 'Unitary anchored planar algebras'.

André Henriques is a researcher in algebraic topology, representation theory, operator algebras, and mathematical physics. His work explores connections between topological structures and algebraic methods, with a focus on modular forms, T-duality, and gerby conformal field theories. He investigates cohomology rings, equivariant cohomologies, and categorified traces in braided tensor categories. Henriques also studies planar algebras, subfactors, and conformal nets, emphasizing dualizability and index properties. His research bridges abstract algebra with physical theories, particularly in Chern-Simons theory and elliptic gamma functions. His contributions highlight the interplay between topology, representation theory, and quantum field theory.