E-TIM (Electro-Tensorial Induction of Mass) is a novel unified gravitational theory that redefines gravity through inductive coupling between electronic structures and spatial tensor gradients, discarding traditional assumptions such as "attraction due to mass" or "spacetime curvature."
This theory successfully integrates and consistently reproduces the phenomena explained by the following classical and modern models:
- Newtonian Mechanics (gravitational acceleration)
- MOND (Modified Newtonian Dynamics)
- Einsteinβs Theory of Relativity (spacetime inclination, GPS corrections)
- GPS Satellite Correction Theory (agreement with operational precision)
- Quantum Gravity Theory (including Planck-scale corrections)
Existing gravitational theories face the following unresolved gaps and fragmentation:
| Problem Domain | Limitations |
|---|---|
| Newtonian Mechanics | Fails to address local/microscopic gravity |
| Relativity Theory | Cannot explicitly control or engineer spacetime geometry |
| MOND | Empirical correction without firm theoretical basis |
| Quantum Gravity | Difficult to unify with macroscopic gravitational behavior |
E-TIM aims to structurally encompass, reconstruct, and surpass these models by using a causally consistent mechanism:
electronic spatial response Γ geomagnetic tensor structure Γ structural pressure from spatial inclination.
E-TIM_Gravity_Theory/ βββ README.md βββ LICENSE βββ sections/ β βββ 01_GPS.md β βββ 02_MOND.md β βββ 03_Newton.md β βββ 04_Einstein.md β βββ 05_Quantum.md βββ integrations/ β Reserved for future cross-theory integrations βββ applications/ β To be developed after full theoretical unification
Each .md file in sections/ includes both the theoretical explanation and the associated unification process.
The integrations/ directory is reserved for models that unify beyond the current five theories.
| Theory | Status | Remarks |
|---|---|---|
| GPS Corrections | β Done | Verified agreement with relativistic GPS models |
| MOND | β Done | Reproduced via Ξ»-tensor spatial correction |
| Newtonian Gravity | β Done | Matches in long-distance / low-gradient limits |
| Einstein Relativity | β Done | Reproduced using spatial inclination and electron density gradient |
| Quantum Gravity | β Done | Incorporated through h, G, and c terms |
- β
sections/*.md: Documentation of theory + unification process - π
integrations/: Reserved for future integrative models (to be structured) - β³
applications/: Practical deployment (post full unification) - β³ Cross-domain integration: EM theory, material responses, artificial gravity, etc.
To be released under the MIT License.
The core theoretical framework, unification logic, and reproducibility validations were led by Masaki Koide.
This model is grounded in a Self-Recursive Validation Loop (SRVL) that ensures all unifications are constantly reevaluated for past consistency and structural compatibility.
This document finalizes the README.md foundation.
Further steps include LICENSE completion, and preparation of individual sections/*.md.
This repository is structurally derived from a prior core model:
- Gravity Structure: Reinterpreted Magnetic Tensor Flow Theory
A foundational model redefining gravity as a tensorial phenomenon generated by internal Earth dynamics (rotation, density contrast, conductivity), without invoking mass-based attraction or spacetime curvature.
This theory emphasizes the emergence of gravitational effects via interaction between spatial tensor deformation and electronic structure of matter.
The present E-TIM model extends and unifies this basis by incorporating electronic responsiveness and cross-theory integration under a single inductive framework.