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March 31, 2026Open Access

The Mathematics of Coherence (M₂₎₇): Foundations for Axiomatic Unification via the Universal Operator k = 5. 76

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Authors

JZJaime Quilez Zamora

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Overview

Theoretical framework identifies a universal operator minimizing informational friction, linking physics and mathematics.

Key Points

  • This work aims to establish a mathematical foundation for coherence in multiple layers of reality using a universal operator.
  • Introduced the Universal Coherence Operator as a theoretical constant.
  • Formalized the Informational Hamiltonian and identified its eigenvalue.
  • Analyzed quadratic fields to determine resonance of the universal operator.
  • The universal operator equals 5.76, minimizing informational friction in the Mirror Layer.
  • Q(√-163) identified as the field with the strongest resonance for the universal operator.
  • The framework provides insights bridging quantum mechanics, information theory, and cosmology.

Cite This Study

Jaime Quilez Zamora (2026) studied this question.

synapsesocial.com/papers/69cb6526e6a8c024954b93afhttps://doi.org/10.5281/zenodo.19321769
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Also Consider

Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context:

  1. 1The Mathematics of Coherence ($\mathcal{M}_{\text{COH}}$): Foundations for Axiomatic Unification via the Universal Operator $k = 5.76$2026
  2. 2THE MATHEMATICS OF COHERENCE (M_COH): Unified Theory of Physics, Information, and Consciousness2026
  3. 3The Unified Coherence Protocol: A Complete Framework for Consciousness, Freedom, and Quantum Coherence2026
  4. 4Unified Coherence Protocol: Consciousness, Freedom and Golden Frequency With Computational Validation of the Quantum Ricci Flow2026
  5. 5Quantum Ricci Flow: From Riemann Curvature to Universal Coherence A Night in Hamilton's Library2026