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Explore the intriguing connections between scalar modular bootstrap and the zeros of the zeta function in this 52-minute lecture by Nathan Benjamin at the Galileo Galilei Institute. Delve into advanced mathematical concepts as Benjamin presents his research findings, discussing the implications for number theory and conformal field theory. Gain insights into the application of bootstrap techniques to study modular forms and their relationship to the Riemann hypothesis. Examine the potential impact of these findings on our understanding of prime numbers and quantum field theory.
