Brian Capleton

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The Infinite Iteration Principle
Vol. 1 - Physics

Contents (Chapters)
  • Preface
  • Iteration
  • Quick Shortcut to Essentials
  • The Stability-Fidelity Law in Physics and Mathematics
  • Decoherence and Partitions - An Informal Introduction for General Reading
  • The IIP-VGF Framework
  • Comparison with Higher Category Theory
  • Edge Primacy in the VGF
  • Functors in the IIP-VGF Framework
  • The First Closure and the Birth of Complexity
  • Decoherence and Stabilisation
  • Nesting in the VGF
  • Uncertainty and the VGF
  • From the VGF to Hilbert Space
  • Quantum Darwinism
  • The HEOM
  • The HEOM and the IIP-VGF
  • Beyond Quantum Applications
  • Time-Nonlocal Master Equations and the Hierarchy of Motion: Memory, Nesting and Networking
  • The Environment as Memory
  • From Quantum Memory to Classical Law
  • Recursive Memory in the HEOM
  • The Partition in the HEOM
  • Fourier Duals
  • The Density Matrix as a Strange Attractor (SNA)
  • The Poincare Recurrence Theorem
  • Symmetry and Supersymmetry
  • The Measurement Problem
  • Zero Point Energy
  • Fractal Hierarchies
  • The Big Bang in the IIP-VGF Framework
  • General Relativity - The VGF Field Equation
  • Quantum Field Theory
  • GR-QFT-VGF Correspondences
  • Towards a Recursive Mathematics of Coherence and Curvature

Online Article:

(Not in the book)

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