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March 25, 2026Open Access

Defining Classical Coherence: Ccl from First Principles A Mathematical Foundation for the Quantum Homeostasis Programme

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Authors

JSJohn Richard SmithSHSHAI / HATI

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Overview

Mathematical analysis defines classical coherence in biological systems, indicating implications for stability.

Key Points

  • The research aims to establish a mathematical foundation for classical coherence in biological systems.
  • Introduced classical coherence C_cl as normalized mutual information.
  • Developed a measurement protocol incorporating equi-marginal discretization.
  • Conducted sensitivity analyses across copulas, sample sizes, and noise.
  • Derived thresholds through calibration against a gold-standard measure.
  • C_cl is bounded in [0,1] and satisfies key information-theoretic properties.
  • Provided a falsifiable prediction for homeostatic stability in mycorrhizal–host systems.
  • Integrated classical coherence into the Architecture of Regulatory Coherence (ARC).

Cite This Study

Smith et al. (2026) studied this question.

synapsesocial.com/papers/69c37bf3b34aaaeb1a67ecaahttps://doi.org/10.5281/zenodo.19184170
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