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Quantum Coherence and Boundary Systems

Author: Mark Anthony Higgins
© Mark Anthony Higgins 11 October 2025
Revised Date: 21st Febuary 2026
Audio Overview

Introduction

Quantum mechanics is often described as the physics of the very small — probabilities, wavefunctions, superposition, entanglement. Yet its deepest puzzles arise not from scale, but from structure:

Why does measurement alter reality?
Why does entanglement ignore distance?
Why does probability appear fundamental?

Within the Holographic Space-Time (HST) framework, quantum phenomena are not treated as mysterious exceptions to classical intuition. They are the natural behaviour of coherence constrained on dynamic boundaries.

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This category explores quantum systems as finite boundary structures whose stability depends on recursive coherence consistency.

Here, we reinterpret:

  • The wavefunction as a distributed boundary coherence map
  • Superposition as simultaneous phase-valid boundary states
  • Collapse as coherence loop rupture under constraint resolution
  • Entanglement as shared coherence geometry across separated boundaries
  • Quantum tunnelling as phase realignment across potential curvature
  • Uncertainty as boundary resolution limits under finite encoding

Rather than introducing hidden variables or many worlds, HST examines how quantum behaviour emerges when coherence is maintained at minimal geometric scale.

Probability becomes not ignorance, but partial boundary information.
Measurement becomes not magical intervention, but constraint enforcement on coherence structure.

These chapters show that quantum mechanics is not a separate layer of reality. It is the boundary regime of the same coherence laws that govern thermodynamics, mechanics, and cosmology.

At small scales, boundaries dominate.
When boundaries dominate, coherence reveals its discrete geometry.

Quantum physics is not randomness at the foundation of nature.

It is structure at its limit.

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