TORUS Theory extends standard gauge theory by embedding every field and interaction inside a 14-dimensional (\chi)-(\beta) harmonic lattice; the resulting closure matrix forces each recursion loop to return to unity, simultaneously resolving black-hole entropy, measurement paradoxes, and the unification of all four fundamental forces. From this single topological move flow predictive links between quantum amplitudes, gravitational curvature, large-scale cosmology, and observer-state dynamics—yielding testable signatures in gravitational-wave spectra, particle-decay branching ratios, and recursive-intelligence architectures.
| Path | Contents |
|---|---|
docs/book-docx-fixed/ |
Canonical DOCX: all edits here; legacy docs/book/ retained for historical diff only |
docs/book/frontmatter/ |
00_Preface.docx, Table_of_Contents.docx |
docs/book/chapters/ |
15 chapter DOCX files (01_… – 15_…) |
docs/book/appendices/ |
Appendices A–E (A_… – E_…) |
docs/papers/ |
Stand-alone research papers & monographs |
docs/validation/ |
Phase-A/B cross-domain validation .tex + detector executive summary |
docs/experiments/ |
Bench protocols & lab worksheets |
.github/workflows/ |
CI: slug-rule & structure audit (WIP) |
All filenames are ASCII-safe “slugs”: spaces → underscores, Unicode letters spelled out (e.g., \chi → Chi).
Raw structured-light data are archived on Zenodo
Only the lightweight .h5 bundles are pulled automatically at run-time;
the multi-GB TIFF stacks remain on Zenodo to keep this repo lean.
The following canonical documents are available in DOCX, TEX, and PDF formats:
- Dimensional Constants Interrelation in TORUS Theory (0D–13D) – Formal Derivation and Closure (PDF,DOCX,TEX)
- Gravitational-Wave-Detector Validation – Executive Summary (v1.0) (PDF,DOCX,TEX)
- Hyper-Recursive Algebra in TORUS Theory (PDF,DOCX,TEX)
- Resolving the Black Hole Entropy and Information Paradox via TORUS Structured Recursion (PDF,DOCX,TEX)
- Topology of the Torus‑of‑Tori, chi-beta‑Function, and the Projection‑Angle Theorem (PDF,DOCX,TEX)
- Ladder fit data (CODATA):
data/ladder/ladder_fit_multiCODATA.csv - RMS fit results:
data/ladder/ladder_fit_rms_multi.txt
- Universal Recursion - A 12 Sigma Cross-Domain Validation (Phase A) (PDF,DOCX,TEX)
- Universal Recursion - A 14 Sigma Cross-Domain Validation (Phase B) (PDF,DOCX,TEX) See notebooks/validation/ladder/ for precision re-test of Stationary-Action ladder with CODATA 2022.
git clone https://github.com/GenghisDarb/TORUS-Theory.git
cd TORUS-Theory
# optional: run the audit script to verify structure
bash scripts/audit_structure.sh # (coming soon)
pip install -r requirements.txt # now includes mpmath, scipy, etc.# one-time dev install
pip install -e .# run SimLab locally
docker run -it --rm ghcr.io/genghisdarb/torus-simlab:latest torus-cli --help- Side-Band Primer
- Synthetic Benchmark (PairCorr_SideBand_Benchmark.ipynb)
- Real-Data Template (PairCorr_Fourier_SideBand.ipynb)
- Noise-Sweep ROC (Noise_Sweep_ROC.ipynb)
Phase B
- B1 – Constant Ladder Precision Re-Test
- B2 – Seed-Constant Multi-Probe
- B4 – Talbot Side-Band Multiframe
A new suite of validation notebooks has been added to resolve the Bicycle Balance Mystery:
- recursive_controller_validation.ipynb: Monte-Carlo recursive controller lean/steer test.
- constant_ladder_residuals.ipynb: Linearized stability and eigen-plot placeholder.
- audio_fft.ipynb: Audio harmonics χ analysis.
- shannon_bound_compression.ipynb: Recursive Shannon-bound compression test.
- timing_stats.ipynb: Stack timing analysis.
All are located in notebooks/bicycle/. See that folder's README for details.
Note: If you have a publication draft (e.g.,
docs/papers/bicycle_balance_TORUS.pdf), link it here for reference.
Processed interferometer outputs and provenance live in data/interferometer/upstream/solutions/ – see its README for details.
MIT License Maintainer: Bradley Peter (Genghis Darb) bradleypeter1984@gmail.com
This step requires FINESSE and PyKat. To install PyKat after setting up FINESSE:
pip install pykat
python scripts/regenerate_torus_solutions.pyIf PyKat is not installed, the script will skip lattice regeneration and exit gracefully.
Explore the Documentation Index for a sitemap of all key files and sections in the repository.
Currently pinned to CPython ≤ 3.12 because SciPy wheels for 3.13+ are not yet available (2025-07). Remove upper bound once released.