A Cogenetic Proof of the Riemann Hypothesis

This record contains Version 1.0 of A Cogenetic Proof of the Riemann Hypothesis. The paper derives critical-line closure through finite arithmetic ancestry, exact continuation and reciprocal-scale residual transport, the Möbius–hyperbola invariant, its unique one-half self-dual resolution, and cogenetic persistence selection. The single foundational causal extension is isolated explicitly. The deposit includes the compiled paper, LaTeX source, bibliography and standard-library Python verification suite. The suite performs 18,377 checks across 35 labelled claims: 22 executable claims and 13 explicit analytic or causal-process obligations.