Number Theory

    

Time-Based Suppression Framework and Residual Asymptotics

Authors: Blaize Rouyea, Corey Bourgeois, Trey Bourgeois

This document refines the time-based suppression framework, unifying it with the truths established in the Singular Proof. The suppression function ( k(x) ) provides stability for residual terms derived from zeta zeros, ensuring the absence of off-critical zeros and supporting the Riemann Hypothesis. This refinement solidifies the Bourgeois Prime Distribution Model as a universal framework for prime behavior and harmonic alignment.

Comments: 2 Pages.

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[v1] 2024-12-05 02:44:34

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