MATH6323 - Analytic Number Theory

MATH 6323 Analytic Number Theory (3 semester credit hours) The Riemann Zeta function (Euler product, analytic continuation, functional equation, the Riemann Hypothesis, zero-free regions), the Prime Number Theorem, Dirichlet characters, Dirichlet L-functions, the Prime Number Theorem in Arithmetic Progressions, Siegel Zeros. Prerequisite: MATH 3379 or equivalent qualification in complex analysis. (3-0) R