Web App for Studying and Doing Research on the Theory of Entropicity (ToE). Version 2.0
Here we provide a summary of the interactive application and the underlying research, along with the downloadable files.
Interactive ToE Study Companion
The web app The Theory of Entropicity (ToE) is a self-contained study dashboard that loads in any modern browser (no server or installation required). Key features include:
- Concept Explorer: A sidebar lists major topics—such as entropy as a fundamental field, the Obidi Action & Master Entropic Equation, entropic force, Mercury’s perihelion precession, adaptive laws of physics, and comparisons with holographic pseudo‑entropy. Selecting a topic displays the full entry with citations.
- Smart Search: An intuitive search bar uses fuzzy matching (via Fuse.js) to return the most relevant entries. Each result shows an excerpt; clicking Show more toggles the full, richly formatted explanation with citations.
- Clean, responsive UI: The app is styled with Bootstrap and custom CSS for a polished dashboard-like layout. It adapts to different screen sizes and is fully keyboard accessible.
Content Highlights
The app’s dataset synthesizes peer‑reviewed articles/papers and preprints on the Theory of Entropicity (ToE):
- Entropy as the fundamental field: ToE elevates entropy from a measure of disorder to the dynamic fabric from which space, time, motion and matter emerge. In this view, time is the flow of entropy and space maps entropic gradients.
- Obidi Action & Master Entropic Equation (MEE): A variational principle (the Obidi Action) leads to the MEE, which governs how entropy gradients evolve and couple to geometry and matter. In the low‑entropy limit, the MEE reduces to Einstein’s general relativity.
- Iterative solutions & information geometry: Solutions to the MEE are obtained iteratively, reflecting the probabilistic nature of entropy. The Vuli–Ndlela integral generalizes Feynman’s path integral, summing over entropic configurations weighted by reversible and irreversible dynamics.
- Entropic force & emergent curvature: ToE replaces fundamental forces with entropy-driven constraints; gradients of an active entropy field create effective forces and curvature. The entropic force is and the effective metric arises from second derivatives of the entropy potential.
- Mercury’s perihelion: ToE reproduces the observed 43″/century perihelion shift of Mercury using entropy‑driven corrections to Newtonian gravity rather than spacetime curvature.
- Adaptive laws of physics: The theory posits that physical laws emerge from and adapt to the entropic field, leading to the No‑Rush theorem and other adaptive rules.
- Comparison with pseudo‑entropy: Recent holographic pseudo‑entropy constructions are shown to be special linearized limits of ToE’s Master Entropic Equation; ToE provides a unifying framework that explains dark matter, dark energy and vacuum entropic pressure.
How to Download and Use the App
All source files are packaged in a single ZIP archive. Download the app, extract it, and open index.html in your browser to start exploring.
Download:
We can provide you with the app dataset upon request. Feel free to extend or modify the dataset; it’s defined in a simple JavaScript file (data.js), making it easy to update entries as new research emerges. Enjoy exploring the Theory of Entropicity (ToE)!
