Refined Spacetime Theory
Authors/Creators
Description
Coalescing within the information age, Refined Spacetime Theory (RST) delivers a scale-invariant schematic that unifies the macro-cosmos and the sub-atomic world, inviting observers to look at centuries of empirical data through an entirely new lens of time and cosmic possibility.
Instead of viewing the universe as a passive container filled with solid material "bricks," this schema maps reality as a continuous, self-rectifying governance engine of topological information processing. By introducing a single coordinate-free geometric invariant, the schema elegantly translates standard particle physics directly into the fluid dynamics of spacetime geometry, showing that mass is a localised temporal-displacement rather than an independent substance. Building on a restructuring of thermodynamic principles this work bypasses the need for hidden physical "dimensions" or other placeholder properties: proposing an efficient, economical, dynamic path forward for modern physics.
Version 2 (July 2026): This version withdraws a claim made in Section 3 of the original release proposing a numerical correspondence between the Boltzmann constant and a derived Inertia Constant. On review, the extraordinary nature of these ratios demand independent assessesment, and have been extracted into a seperate paper:
- Introducing the Equilibrated Field: Chronergy, the Apparent Action of System-Set-Scaling (10.5281/Zenodo.21471969)
Files
26-07-05 RST - Refined Spacetime Theory.pdf
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(3.3 MB)
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Additional details
References
- Noether, E. (1918). Invariante Variationsprobleme. Möbius, A. F. (1827). Der barycentrische Calcül. Newton, I. (1687). Philosophiæ Naturalis Principia Mathematica. Einstein, A. (1916). Die Grundlage der allgemeinen Relativitätstheorie. Euler, L. (1744). Methodus inveniendi lineas curvas maximi minimive proprietate gaudentes. Euler, L. (1781). De curva elastica presentatione (Geometrie de Klothoide). Lagrange, J. L. (1788). Méchanique Analytique. Planck, M. (1901). Zur Theorie des Gesetzes der Energieverteilung im Normalspektrum. Planck, M. (1911). Grundlegung de Hohlraumenenergie. Descartes, R. (1637). Discours de la méthode. Maupertuis, P. L. (1744). Accord de différentes loix de la nature qui avoient jusqu'ici paru incompatibles. Langevin, P. (1908). Sur la théorie du mouvement brownien. Ehrenfest, P. (1917). In what way does it become manifest in the fundamental laws of physics that space has three dimensions? Curie, M. (1903). Recherches sur les substances radioactives.