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Learn about the fundamental connections between the Langlands program and arithmetic quantum field theory in this advanced mathematics lecture delivered at Harvard CMSA. Explore deep mathematical concepts as Professor David Ben-Zvi delves into how quantum field theory techniques can illuminate aspects of the Langlands correspondence, a central unifying conjecture in modern mathematics that connects number theory, representation theory, and geometry. Gain insights into this sophisticated mathematical framework during the 69-minute presentation, which forms part of the Arithmetic Quantum Field Theory Program lecture series.
