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Meta-Principles of Coherence Physics

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

Introduction

Before forces, particles, curvature, or fields can be described, a deeper layer must be addressed:

What are the governing structural rules that make physical law possible at all?

The Meta-Principles of Coherence Physics category explores the foundational architecture beneath specific equations and models. Rather than beginning with empirical laws and building upward, this section begins with the conditions required for any stable physical system to exist.

Within the Holographic Space-Time (HST) framework, physical reality is not assumed to be composed of independently existing objects embedded in space. Instead, objects, space, time, and force emerge from boundary-constrained coherence relations.

This category establishes the core meta-rules that govern:

  • Boundary formation and persistence
  • Coherence conservation and transformation
  • Recursive stability across scales
  • Entropy as boundary gradient tension
  • Curvature as coherence redistribution
  • The emergence of dimensionality from constraint geometry

These principles function as structural invariants. They are not new forces or speculative additions to physics. They are constraints on consistency — the minimal rules that any coherent universe must satisfy.

Where conventional physics asks, “What equation describes this phenomenon?”
Meta-Coherence asks, “What structural requirement allows this equation to exist?”

By formalising these underlying constraints, this category provides the logical scaffolding for all subsequent chapters — from quantum behaviour to cosmological expansion.

It is here that physics transitions from describing patterns to explaining why patterns can stabilise at all.

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