Preprint / scholarly article

Finsler Spacetime, Entropy--Transport Gradient Flows, and Fibered Bures--HK Geometry: From Relativistic Kinetic Gases to Persistence-First Holographic Universes

K. Takahashi

Published
DOI
10.5281/zenodo.17658411

Abstract

Using Hellinger–Kantorovich (HK) / Wasserstein–Fisher–Rao type distances, it realises Finsler–Friedmann cosmological expansion as an EVI (Evolution Variational Inequality) gradient flow of a free-energy functional on a Finsler–HK configuration space.

Keywords

  • physics
  • mathematical physics
  • physical cosmology
  • finsler spacetime
  • lorentz-finsler geometry
  • finsler-friedmann equation
  • relativistic kinetic gas
  • entropy-transport
  • hellinger-kantorovich
  • wasserstein-fisher-rao

Identifiers and source records