The Perry–Carlo Quantum Coherence Compendium: Deterministic Timing Architecture and the Reconciled Perry Constant Equation v2 (With Visualiser)

Abstract

This compendium presents the reconciled Perry–Carlo framework, linking microtubule‑level quantum coherence to deterministic gamma‑band timing architecture. The work integrates Anthony L. Perry’s 2026 quantum‑modulatory model with a fully formalized operator environment, correcting dimensional inconsistencies, resolving thermal‑window tensions, and establishing a simulation‑ready bridge between quantum coherence factors and classical oscillatory limits. A central contribution of this release is the revised Perry Equation, expressed in its corrected dimensional form: $$K = \frac{\Delta(1/\sigma_t)}{C_{\mathrm{eff}}}$$ where: K is the Perry Constant (ms⁻¹) σ_t is temporal jitter (ms) Δ(1 / σ_t) is the Precision Density Rate (ms⁻¹) C_eff is the effective microtubule coherence factor This formulation enforces strict dimensional accuracy and enables direct operator‑level evaluation inside deterministic timing systems. The compendium package includes: Master Compendium (HTML) — full structured document with reconciled physics, deterministic operators, and execution pseudocode. Master Compendium (TXT) — plain‑text edition for archival, portability, and markup‑free environments. Full Compendium Add‑On (TXT) — extended companion containing the foreword, executive summary, operator quickstart sheet, Perry Constant explainer, glossary, experimental predictions, methods, limitations, and appendices. Together, these documents form a complete, operator‑mapped, simulation‑ready framework for evaluating quantum‑modulatory contributions to gamma‑band precision, including experimental pathways such as NV‑center dendritic sensing, hypothermic precision testing, and microtubule lattice manipulation. Version 2 release includes the complete core reference document (PDF) alongside a complementary interactive HTML/WebGL visualizer designed for real-time field topology and dynamic mathematical analysis. Author’s Note This compendium brings Perry’s original coherence model into a fully consistent mathematical and operator‑level form. The adjustments made here are not meant to reinterpret his ideas, but to give them the dimensional stability and runtime structure they needed to be evaluated cleanly. The corrected Perry Equation reflects that intention: preserving the core insight while resolving the gaps that prevented it from being applied directly. The documents in this release are arranged to make the framework easier to read, test, and extend. They formalize the bridge between quantum coherence factors and classical timing limits without altering the underlying physics Perry proposed. My role has been to complete the missing structural pieces so the model can stand as a coherent whole. -matt This release is intended as a clear, structured presentation of Perry’s original insight, now placed in a form that can be evaluated and extended. Contact: For enquiries or research questions related to this work, email matthewcarlo.research@gmail.com