The Infinite Ground: Cross-Domain Convergence and the Nature of Reality as Infinite Self-Expression

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Abstract

This paper introduces a novel meta-theoretical methodology — Convergent Descent — and applies it to the foundational question of the nature of reality. Convergent Descent is an iterative analytical method in which independent, established frameworks from unrelated domains are examined for structural agreement; their convergence reveals a deeper truth, which in turn raises a new question answerable by a fresh round of convergence from new domains. The method is domain-agnostic and, in principle, infinitely recursive. Applied here across three successive levels of descent, the method yields the following results. At the first level, five independent scientific and mathematical frameworks — the Many-Worlds…

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Keywords
  • Convergence (economics)
  • Mathematical structure
  • Fractal
  • Boltzmann constant
  • Interpretation (philosophy)
  • Symbolic convergence theory
  • Descent (aeronautics)
  • Holographic principle
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