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Edward Frenkel: Revolutionary Math Proof No One Could Explain...Until Now

Theories of Everything with Curt Jaimungal

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Exploring Elliptic Curves and Modular Arithmetic

This chapter dives into the intriguing concepts of clock arithmetic and elliptic curves, explaining the cyclical nature of arithmetic and the role of prime numbers in modulo operations. It elaborates on the formation of Riemann surfaces from cubic equations and connects number theory with harmonic analysis through the Langlands program. The discussion also highlights the profound connections within mathematical theories, illustrating how these concepts unveil the hidden relationships in equations and prime powers.

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