Ivan Feng, USC

Title: Zeta: Primes, Zeros, and Beyond

Abstract: We explore the Riemann zeta function and its connections to primes, analytic continuation (via the Hurwitz zeta function), values at integers (with a brief link to the algebraic K-groups of the integers), and zeros (leading to the Riemann Hypothesis). If time permits, we will provide a brief overview of the motivic zeta function and Weil conjectures.