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Unitary Entities Are the True "Atoms"
Chris Jeynes1, Michael Charles Parker2
1Independent Researcher, Tredegar NP22 4LP, UK.
Entropy (Basel, Switzerland)
|November 26, 2025
Summary
Quantitative Geometrical Thermodynamics (QGT) redefines fundamental "atoms" using entropic principles and holographic ideas. This approach explains diverse phenomena from DNA chirality to galactic structure, unifying physics across vast scales.
Area of Science:
- Thermodynamics
- Information Theory
- Cosmology
Background:
- The concept of fundamental particles (
- Shannon information, and the holographic principle are key to understanding physical systems.
- Existing models struggle to unify phenomena across vastly different scales.
Purpose of the Study:
- To introduce Quantitative Geometrical Thermodynamics (QGT) as a new framework for physical science.
- To demonstrate QGT's ability to describe fundamental entities and complex systems.
- To review QGT's contributions and its relation to other scientific work.
Main Methods:
- Utilizing entropic Lagrangian-Hamiltonian canonical equations of state.
- Applying principles of the holographic principle and Shannon information.
- Employing a logarithmic metric within hyperbolic space, incorporating scale relativity.
Main Results:
- QGT successfully accounts for the chirality of DNA and stability of Buckminsterfullerene.
- QGT predicts the size of the alpha particle and the lifetime of the free neutron.
- QGT explains the shape, structure, and stability of the Milky Way galaxy.
Conclusions:
- QGT provides a unified physical description for entities across 38 orders of magnitude, treating them as fundamental "atoms".
- Compound entities can be considered "unitary" under QGT's scale relativity principle when a characteristic size is specified.
- The entropic nature of QGT necessitates specifying a length scale for defining unitary properties and atomic characteristics.
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