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Primes and Zeros: The Quasi-Riemann Hypothesis
Zeta and Dirichlet L-functions built from scratch; why zeros control prime counts; the classical sliver and Siegel zeros; Theorem 1.1 of the 199-page manuscript and its Lean scope; the proof architecture over the Eisenstein integers; how referees will check it; the human-assisted 11/12 companion and the 9-page Siegel-zero paper; least nonresidues, deterministic square roots and Scholze's crypto worry; Artin, Catalan, prime gaps and Chowla.
Keywords: Riemann zeta, quasi-Riemann hypothesis, zero-free region, Dirichlet L-functions, Siegel zeros, Hecke L-functions, cubic theta, large sieve…
The skinny
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