Arithmetic Quantum Field Theory Conference

Explore the intersection of arithmetic geometry and quantum field theory through this comprehensive five-day conference featuring leading mathematicians and physicists. Attend presentations spanning March 25-29, 2024, beginning with a dedicated day for connections between women in mathematics and physics, followed by four days of advanced research talks. Discover cutting-edge developments in the Langlands program, including geometric and relative Langlands correspondence, automorphic representations, and their applications to string theory and black hole physics. Learn about statistical properties of number fields and 3-manifolds, special values of L-functions and their connections to scattering amplitudes, and topological defects in lattice field theory. Examine advanced topics in algebraic geometry such as character sheaves, affine Hecke categories, W-algebras, and Springer fibers. Investigate the interplay between modular forms, Eisenstein series, and Schubert varieties, while exploring functional analysis over the integers and global Hodge theory. Gain insights into string amplitudes through automorphic representations, unitarity in quantum field theory, and the extraction of black hole information from weak Jacobi forms. Engage with presentations on Liouville theory, Weil-Petersson geometry, Chern-Simons invariants, and theta correspondence, delivered by distinguished speakers from Harvard, MIT, University of Chicago, Yale, Oxford, Cambridge, and other leading institutions worldwide.