Preprint / scholarly article

Value-Anchored Natural-Law Fronts over Reversible Persistence-First Holographic Systems I

K. Takahashi

Published
DOI
10.5281/zenodo.17707344

Abstract

Starting from an EVI gradient flow of a total entropy functional on a fibered Bures–HK entropy–transport space, represented by a reversible Markov kernel with a unique invariant “origin law”, the paper introduces value-anchored natural-law fields that are intrinsically tied to the same dynamics.

Keywords

  • AI
  • KPP
  • mathematical model
  • persistence-first holographic systems
  • PFHS
  • geometry
  • wasserstein geometry
  • reversible markov chains
  • persistence functional
  • poisson equation

Identifiers and source records