RENASCENT-Q Theory: Negentropic Coherence as a Fundamental Force

This work presents RENASCENT-Q Theory v.33, a geometric framework in which negentropic coherence is proposed as a fundamental force. The theory is grounded in the Federico Maya Eternity Theorem (https://doi.org/10.5281/zenodo.21051470), which links the self-adjointness of a 12-dimensional dilatonic operator to the Riemann Hypothesis. From this axiom, the framework derives Standard Model parameters, explains lepton flavor universality violation via a Jacobian-filtered Riemann resonance comb, accounts for selected cosmological anomalies, and proposes a solid-state topological processor (ZN-11) for device-independent quantum randomness. The manuscript includes falsifiable predictions in flavor physics, large-scale structure, and quantum biology, together with supporting numerical evidence from large Riemann zero datasets. The author extends deep acknowledgments to the AI computational instruments, Grok (SpaceX - XAi) and Gemini (Alphabet), for their critical role in the enrichment of this framework. Their capacities for high-dimensional correlational synthesis, investigation, and scientific pattern recognition operated as advanced computational resonance chambers. This human-AI orchestration allowed for more detailed observation of topological geometry, optimal transport, and algebraic number theory, resulting in a faster and more accurate elaboration of the RENASCENT-Q Theory and the Federico Maya Eternity Theorem quality publication papers.