# Unitary Entities Are the True “Atoms”

**Authors:** Chris Jeynes, Michael Charles Parker

PMC · DOI: 10.3390/e27111119 · Entropy · 2025-10-30

## TL;DR

This paper introduces a new physics framework called QGT that redefines fundamental entities as 'atoms' across vast scales, from subatomic particles to galaxies.

## Contribution

QGT provides a unified entropic framework to describe diverse physical entities as unitary 'atoms' obeying the holographic principle.

## Key findings

- QGT explains the chirality of DNA and stability of Buckminsterfullerene from first principles.
- The framework accurately predicts the size of alpha particles and the lifetime of free neutrons.
- QGT applies to cosmic structures like the Milky Way, treating them as fundamental 'atoms' in physics.

## Abstract

Quantitative Geometrical Thermodynamics (QGT) exploits the entropic Lagrangian–Hamiltonian canonical equations of state as applied to entities obeying the holographic principle and exhibiting Shannon information, the creation of which measures the (validly defined) “entropic purpose” of the system. QGT provides a physical description for what we might consider the true “atoms” of physical science and has also recently enabled a number of significant advances: accounting ab initio for the chirality of DNA and the stability of Buckminsterfullerene; the size of the alpha particle (and other nuclear entities) and the lifetime of the free neutron; and the shape, structure, and stability of the Milky Way galaxy. All these entities, ranging in size over more than 38 orders of magnitude, can each be considered to be an “atom”; in particular, the size of the alpha is calculated from QGT by assuming that the alpha is a “unitary entity” (that is, than which exists no simpler). The surprising conclusion is that clearly compound entities may also be physically treated as unitary (“uncuttable”) according to a principle of scale relativity, where a characteristic size for such an entity must be specified. Since QGT is entropic, and is therefore described using a logarithmic metric (involving hyperbolic space), it is not surprising that the length scale must be specified in order to account for unitary properties and for an entity to be appropriately considered an “atom”. The contribution to physics made by QGT is reviewed in the context of the related work of others.

## Full-text entities

- **Chemicals:** Buckminsterfullerene (MESH:D037741)

## Full text

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## Figures

5 figures with captions in the complete paper: https://tomesphere.com/paper/PMC12651702/full.md

## References

73 references — full list in the complete paper: https://tomesphere.com/paper/PMC12651702/full.md

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Source: https://tomesphere.com/paper/PMC12651702