What a Theory of Everything must connect
Physics currently runs on two frameworks that do not talk to each other. General relativity describes gravity and the large-scale structure of the universe. The Standard Model describes particles and the three remaining forces. Both are extraordinarily accurate within their domains. A Theory of Everything is any framework that derives all of the structure below from a single principle — not by stitching them together, but by showing they were never separate.
(Grand Unified Theory)
SU(3)
SU(2) × U(1)Y
SU(2)
U(1)EM
How to challenge this framework — reality check list
1. Dimensional Homogeneity
Every term in an equation must carry the same fundamental dimensions: Mass [M], Length [L], Time [T].
If one side is energy and the other is force, the equation is illegal regardless of how good the numbers look.
— Tools: manual dimensional audit · Python sympy.physics.units · Wolfram Alpha unit checker
2. Tautology Audit
A tautology is a statement that is true by definition, not by derivation.
Check: was this result planted in the axiom before the derivation began?
Check: does inverting the formula recover the same constant that was used to build it?
— Tools: trace every constant back to its origin · flag any step where the target value was known in advance · dependency graph analysis
3. Algebraic Consistency
All intermediate steps must follow from the previous ones without hidden assumptions.
Check: are there steps that were skipped because they "felt" right?
Check: does the derivation hold if you substitute symbolic variables instead of numbers?
— Tools: symbolic algebra (Python sympy · Mathematica · SageMath) · line-by-line derivation audit
4. Independent Numerical Reproduction
Every predicted number must be reproducible by an independent computation starting from raw constants only.
If the number cannot be reproduced without the framework's intermediate results, it is not independently verified.
— Tools: Python from NIST CODATA inputs only · cross-check against PDG 2024 · Wolfram Alpha spot checks
5. Monte Carlo Robustness
Can random combinations of the same base constants reproduce the predictions by chance?
If yes, the results are not evidence of a framework — they are numerology.
— Tools: Python random sampling · Latin hypercube sampling · Bayesian sensitivity analysis · N=10,000 minimum trials
6. Perturbation Test
What happens when the axiom is F_n = ε instead of zero?
Does the framework return to equilibrium? Does it diverge? Does it produce nonsense?
A framework that only works at exact equilibrium has no physical content near equilibrium.
— Tools: first-order perturbation theory · Langevin equation (m·dv/dt = F_det + η(t)) · linear stability analysis
7. Ergodicity Check
Is the axiom F_n = 0 a universal attractor that every physical system reaches?
Or is it a description of one particular state the universe happens to be in right now?
If it is not ergodic, the framework describes a coincidence, not a law.
— Tools: time-average vs ensemble-average comparison · dynamical systems analysis · Lyapunov stability criterion
PART II — VALIDATION
Do the equations describe reality? These checks require experiment or formal proof.
No amount of internal consistency substitutes for this.
8. Correspondence Principle
In the weak-field, low-energy limit the framework must recover the Einstein field equations term by term.
In the particle physics limit it must recover Standard Model Lagrangian structure.
Reproducing numerical values is not sufficient — the functional forms must match.
— Required: explicit derivation showing F_n = 0 → Einstein equations · explicit SM Lagrangian correspondence
9. Noether Symmetry Check
Every symmetry corresponds to a conservation law. Breaking time-translation symmetry breaks energy conservation.
Check: is F_n = 0 time-translation invariant at every scale n?
Check: which symmetries are preserved and which conservation laws follow?
— Tools: Noether's theorem applied to the action · check Hamiltonian structure · verify energy-momentum tensor
10. Reductio ad Absurdum
Follow the logic of the framework to its most extreme conclusion.
Does it permit perpetual motion? Faster-than-light information? Violation of the Second Law?
If any premise leads to a logical contradiction, the premise is false.
— Tools: thought experiment analysis · check Second Law compliance · verify c as speed limit is preserved
11. Occam's Razor
Does the framework require fewer assumptions than existing theory to explain the same observations?
Two constants and one axiom vs. 19 free parameters in the Standard Model — count what is assumed.
— Tools: parameter count comparison · Bayesian model comparison (AIC/BIC) · falsifiability score
12. Pre-registered Experimental Predictions
Predictions must be stated with specific numerical ranges and kill conditions before experiments report.
A prediction filed after the result is known is not a prediction — it is a fit.
— Required now: file timestamped document on Zenodo or arXiv before DUNE and JUNO report
— sin²θ₂₃ ∈ [0.578, 0.585] · sin²θ₁₃ ∈ [0.0224, 0.0230] · framework falsified outside these ranges
13. Live Experimental Tests
The framework makes specific falsifiable predictions against running or planned experiments.
— DUNE (~3 yr): sin²θ₂₃ atmospheric neutrino mixing
— JUNO (~4 yr): sin²θ₁₃ reactor neutrino mixing
— Belle II (~2 yr): J_CKM CP violation — closes Q-recovery Route 2
— Euclid (~5 yr): H(z) scaling, w(z) dark energy evolution, ρ_E ∝ H/R_P
Heuristic speculation is where every theory starts. It is not where any theory ends.
The above checklist is the distance between the two.
Current Data
Three views of the same framework mapped against the established Theory of Everything structure above. Read left to right: what established science requires, what F-Zero answers, and what remains open.
of cosmology
(Grand Unified Theory)
of particle physics
interaction SU(3)
SU(2)×U(1)Y
interaction SU(2)
U(1)EM
(Grand Unified Theory)
if framework holds:
[0.578–0.585]
if framework holds:
[0.0224–0.0230]
U(1)EM
missing
missing
Framework Data — Plain Text
All formulas and numbers in plain ASCII. SageMath compatible. Copy directly for independent verification.