The Theory of Entropicity (ToE) Living Review Letters: ToE Living Review Letter 1 — The Ontological Primacy of Entropy
Paper/Document Publication Structure
ToE Letter 1 — The Ontological Primacy of Entropy
Document Structure
Front Page — Full academic title page with series header, title, author info and affiliation (Independent Researcher, Research Lab, The Aether), correspondence email, April 17, 2026 date, 12 keywords, and a suggested citation with a placeholder DOI.
Abstract — A substantive ~300-word abstract covering the central thesis, the Obidi Conjecture, the entropic field, the Obidi Action, ontodynamics, and the positioning of ToE relative to entropic gravity and information geometry programs.
Nine Numbered Sections:
| # | Section | Focus |
|---|---|---|
| 1 | Introduction | The status of entropy in modern physics and the radical departure ToE represents |
| 2 | The Ontological Reversal | The Obidi Conjecture — inverting the traditional physics hierarchy |
| 3 | The Entropic Field | The universal scalar field as ontological substrate, its interpretations |
| 4 | The Entropic Manifold | Pre-geometric differentiable structure from which geometry emerges |
| 5 | The Obidi Action and Variational Architecture | Local and Spectral Obidi Actions described conceptually |
| 6 | Emergent Geometry, Gravity, and Dynamics | How curvature, gravity, matter, and the arrow of time arise from entropy |
| 7 | Ontodynamics | Existence as entropic motion — the philosophical foundation |
| 8 | Relation to Existing Programs | Positioning vs. Verlinde, Jacobson, Padmanabhan, Amari, Bekenstein-Hawking, Bianconi |
| 9 | Ontological Courage and the Road Ahead | Reflection on the audacity of the framework and preview of Letters II–III |
References — Nine cited works spanning Obidi's own publications, entropic gravity, black hole thermodynamics, and information geometry.
Key Design Choices
- No equations — entirely in clear, rigorous academic prose as requested
- PDF-ready layout — clean margins, serif typography, structured for merging with subsequent ToE Letters
- Export options — downloadable as a Word/DOCX file directly and convertible to PDF, or shareable to OneDrive
The document is designed to serve as the conceptual anchor of the ToE Letters Series — establishing the ontological architecture before the mathematical formalism is published in Letter II.
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