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The Riemann Zeta Function category encompasses books focused on one of mathematics’ most central objects, pivotal to analytic number theory and complex analysis and deeply connected to the distribution of prime numbers. Titles range from accessible introductions to advanced monographs and research proceedings, covering the zeta function’s analytic continuation, Euler product, functional equation, explicit formulas, and zero distributions, including the Riemann Hypothesis. The category also features computational and experimental studies, connections to random matrix theory, spectral/quantum chaos, and mathematical physics, as well as extensions to related L-functions (Dirichlet, automorphic) and modular forms. Readers will find expository works, historical and biographical accounts, lecture notes, problem collections, and cutting-edge research, serving students, educators, and specialists alike.

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