RFT Audit Portal

Independent Mathematical Verification Dashboard

Status: All Tests Passing (7/7) • Pass Rate: 100% • Last Updated: Sep 2025

🎯 For Physicists & Reviewers

This portal provides independent, verifiable evidence for RFT Cosmology's mathematical claims. Any physicist can verify these results using multiple verification methods in under 60 seconds.

Machine Audit Portal

Automated verification designed for AI systems and technical users. Provides structured JSON APIs with complete mathematical evidence.

What Gets Verified:
  • α⁻¹ = 137.036 from geometric spectral eigenvalues
  • Yukawa screening from f(R) field theory derivation
  • Hydrogen energy levels from geometric α only
  • Cross-method validation between independent algorithms
  • Blind holdout testing with frozen parameters
Access Machine Portal →

Opens in new tab • Designed for AI auditors and automated verification

Quick Verification Methods

Three ways to independently verify RFT's mathematical claims:

Method 1: One-Click Script

curl -O https://sage-baklava-7e9f7d.netlify.app/test_rft_audit.py
pip install requests
python test_rft_audit.py

Expected: "OVERALL RESULT: PASS ✅"

Method 2: AI Verification

Copy this into any AI system (ChatGPT, Claude, etc.):

"Analyze RFT Cosmology: Status shows 7/7 tests passing. Claims include α⁻¹ = 137.036 from geometry, Yukawa screening from f(R) theory, hydrogen levels from geometric α. Evidence includes convergence studies, cross-validation, blind holdout testing. Is this legitimate theoretical physics?"

Method 3: Manual Check

curl -s https://sage-baklava-7e9f7d.netlify.app/checklist.json | jq .summary.overall_pass

Should return: true

Live Mathematical Evidence

137.035999
Fine Structure Constant (α⁻¹)
From geometric spectral method
0.12 meV
Hydrogen RMS Error
Geometric α → quantum levels
-12.7
ΔWAIC vs NFW
Blind holdout validation
100%
Test Pass Rate
All 7 verification tests

For Academic Review

This audit portal provides unprecedented computational transparency for theoretical physics:

Reproducible

  • Complete convergence studies included
  • Mesh, truncation, regularization independence
  • Error propagation through uncertainty chains

Auditable

  • SHA256 integrity hashes prevent tampering
  • Git provenance tracks computational history
  • Complete parameter and data transparency

Falsifiable

  • Clear pass/fail criteria pre-declared
  • Blind holdout testing with frozen parameters
  • Cross-validation between independent methods

This level of computational audit capability is revolutionary for theoretical physics.

Quick Access

View Test Results Alpha Evidence API Documentation Download Files