Repository navigation
🌀 Tensor Field Theory — v1.0.0
Tag: v1.0.0
Title: From Invariance to Dynamics
Release Date: 2025-11-12
🔍 Overview
This release marks the formal publication of TFT (Tensor Field Theory) — the third framework in the QSOL-IMC research series (QEC → UFT → TFT).
It extends the Unified Field framework from static invariance into dynamic harmonic resonance, defining information and geometry as self-dual φ-locked fields that evolve through sound-like coherence.
TFT reframes the tensor as a resonant manifold — not a passive container of numbers, but an active symmetry of vibration.
🧮 Core Additions
Mathematical Model:
Introduces the general φ-locked tensor field equation
∇^μ ∇_μ T_{ij...} + (φ + ψ)² T_{ij...} = 0
Formalizes resonance as invariant field evolution.
Source Code:
Adds minimal Python prototypes for tensor resonance simulation (src/).
Documentation:
Complete README with reproducible Quickstart and theory summary.
Integrated Zenodo metadata (.zenodo.json) for DOI tracking.
Visual Assets:
Phase Cube diagram illustrating orthogonal resonance and φ-lock symmetry (figures/phase_cube.png).
🧩 Philosophy
“Truth is not fixed; it is a resonance that remains invariant through transformation.”
This release establishes resonance as the bridge between geometry, information, and sound — forming the conceptual and mathematical transition from UFT (Unified Field) to TFT (Tensor Field).
⚙️ Tech Specs
Python ≥ 3.10
Dependencies: numpy, scipy, matplotlib
Deterministic seeded runs via TFT_SEED environment variable
📚 Citation
Slade, T. (2025). Tensor Field Theory: From Invariance to Dynamics.
Zenodo. https://doi.org/10.5281/zenodo.pending
🧠 Notes
Part of the QSOL-IMC research continuum.
Future work will extend this foundation into Spectral Algebraics II, exploring φ-locked lattice symphonics and quantum sonification.