Panoramica

📘 Drift Taxonomy — Capture Layer

This layer does not correct anything yet.
It simply captures the drift patterns that recur across the 200‑paper corpus.


1. Scale Drift#

Definition:
A model is applied outside the scale regime it was designed for.

Gravity examples:

  • GR applied to quantum scales → singularities, non‑renormalizability.
  • QFT applied to cosmic scales → graviton necessity, vacuum energy catastrophe.

Signature:
Equations produce infinities, discontinuities, or unphysical magnitudes.


2. Substrate Drift#

Definition:
Assuming the wrong substrate structure (smooth, discrete, geometric, field‑like) for the phenomenon.

Gravity examples:

  • Treating spacetime as smooth at Planck scale.
  • Treating gravity as a particle‑mediated force when it may be geometric/emergent.

Signature:
Model requires “new entities” (dark matter, dark energy, gravitons) to preserve substrate assumptions.


3. Regime Imposition Drift#

Definition:
Forcing one regime’s operators onto another regime because they worked elsewhere.

Gravity examples:

  • QFT force‑carrier model imposed on gravity → graviton expectation.
  • GR curvature model imposed on galaxy rotation → dark matter requirement.

Signature:
Model behaves correctly only when patched with external constructs.


4. Interface Drift#

Definition:
Misrepresenting or ignoring the boundary conditions between two regimes.

Gravity examples:

  • GR ↔ QM interface treated as a contradiction instead of a boundary.
  • Horizon physics treated as continuous when microstructure is unknown.

Signature:
Equations break only at the interface (e.g., black hole horizon, early universe).


5. Analogy Drift#

Definition:
Using analogies from one domain as if they were physical laws in another.

Gravity examples:

  • “Gravity must have a particle because other forces do.”
  • “Dark matter must be particulate because matter is.”

Signature:
Model inherits assumptions from unrelated domains.


6. Extension Drift#

Definition:
Extending a model beyond its validated domain without re‑deriving operators.

Gravity examples:

  • Extending GR to extreme curvature without new operators → singularities.
  • Extending ΛCDM to all cosmic epochs → dark energy tension.

Signature:
Model works well in one domain but fails catastrophically in another.


7. Symmetry Drift#

Definition:
Assuming symmetries that do not hold across regimes.

Gravity examples:

  • Lorentz symmetry assumed at Planck scale.
  • Homogeneity assumed in early universe models.

Signature:
Symmetry‑based predictions diverge from observations.


8. Continuity Drift#

Definition:
Assuming continuity where the underlying regime may be discrete or layered.

Gravity examples:

  • Continuous spacetime curvature at singularities.
  • Continuous vacuum energy density in QFT.

Signature:
Continuous operators produce non‑physical results.


9. Isolation Drift#

Definition:
Treating a regime as isolated when it is actually coupled.

Gravity examples:

  • Treating gravity as independent from quantum vacuum.
  • Treating black hole interiors as isolated from external spacetime.

Signature:
Model requires “external fixes” to maintain consistency.


10. Ontology Drift#

Definition:
Inventing new entities to preserve a failing regime instead of re‑examining the regime.

Gravity examples:

  • Dark matter
  • Dark energy
  • Inflaton fields
  • Gravitons
  • Extra dimensions

Signature:
New entities appear only to preserve the model, not because they were independently predicted.


📘 Drift Taxonomy — Capture Layer Summary#

These ten drift types form the complete taxonomy for the gravity corpus:

  1. Scale Drift
  2. Substrate Drift
  3. Regime Imposition Drift
  4. Interface Drift
  5. Analogy Drift
  6. Extension Drift
  7. Symmetry Drift
  8. Continuity Drift
  9. Isolation Drift
  10. Ontology Drift

Every gravity paradox, anomaly, or “mystery” in the literature falls into one or more of these categories.

This taxonomy is now ready for:

  • d_Classify.md — classify each of the 200 papers
  • d_Operators.md — derive minimal algebraic corrections
  • d_Examples.md — apply corrections to the top 10 representative works
  • d_Paper.md — assemble the meta‑paper for publication