A Cosmologic Model Based on the Equivalence of Expansion and Light Retardation Part 2: Small-Scale Aspects and Quanta

TL;DR

This paper proposes a cosmological model linking universe expansion and light retardation, deriving a cosmologic uncertainty principle that explains quantum phenomena and systematic Dirac coincidences.

Contribution

It introduces a novel cosmologic model connecting expansion and light retardation, deriving a new uncertainty principle and explaining Dirac coincidences systematically.

Findings

Derivation of a photon rest mass from redshift interpretation

Introduction of a natural units system with geometric average mass

Establishment of a Cosmologic Uncertainty Principle (CUP)

Abstract

Interpretation of the cosmological red shift as light retardation with the amount of (d/dt)c = -Hc yields a photon rest mass hH/c^2. A system of natural units is introduced, in which the Planck mass is the geometric average of the photon rest mass and the universal mass. It is shown that the equivalence of expansion and light retardation results in a Cosmologic Uncertainty Principle (CUP), which determines the Heisenberg Principle. Within the Retarded Light Mode (RLM) the Dirac "coincidences" are found to be systematic, and an explanation is provided.