The Langlands Program via Arithmetic Quantum Field Theory - Talk 1

Watch a Harvard CMSA lecture where David Ben-Zvi explores the intricate connections between the Langlands program and arithmetic quantum field theory. Delve into advanced mathematical concepts including Hamiltonian spaces, dual boundary theory, and geometric Langlands correspondence. Learn about various periods including X Period and T Period, while understanding the boundary theoretic level and theta series. The presentation covers schematic representations and the Plal formula, offering a comprehensive examination of how quantum field theory interfaces with arithmetic principles in modern mathematics.