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Relativistic and Curvature Flows

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

Introduction

Relativity transformed physics by revealing that space and time are not fixed backgrounds, but dynamic and interwoven. Mass bends geometry. Time dilates. Light curves.

Yet beneath these observations lies a deeper structural question:

What is curvature, when viewed as coherence redistribution rather than geometric deformation alone?

Within the Holographic Space-Time (HST) framework, relativity is interpreted not as spacetime warping in isolation, but as the macroscopic manifestation of boundary coherence gradients.

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Curvature is not merely shape — it is structured imbalance in coherence density across evolving boundaries.

This category explores:
  • Time dilation as differential coherence rate across curvature gradients
  • Length contraction as boundary compression under coherence redistribution
  • Gravitational attraction as curvature flow toward coherence equilibrium
  • Orbital motion as stable recursive boundary minimisation
  • Black holes as extreme boundary compression regimes
  • Gravitational waves as propagating curvature-coherence realignments

Rather than treating gravity as a force or as geometry alone, HST reframes it as the large-scale flow of coherence within constrained boundary systems.

Mass-energy does not “tell spacetime how to curve” in abstraction.
It redistributes coherence density, and geometry emerges from that redistribution.

These chapters connect special relativity, general relativity, orbital dynamics, and gravitational radiation under a unified structural logic.

Relativistic effects are not exotic corrections to Newtonian mechanics.

They are the natural outcome of coherence flowing through curved boundary geometry.

In this category, spacetime is not a passive arena.

It is the evolving expression of global coherence structure.

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