CLASSICAL RECONSTRUCTION
METHOD

The Symmetrical Epistemic Audit

No theory gets privileged vocabulary. No failed toy model gets promoted into a universal impossibility proof.

  1. Qualitative phenomenon

    Can an explicitly stated classical model produce the effect?

  2. Quantitative law

    Does it recover measured scaling, thresholds, spectra and parameter dependence?

  3. Full statistics

    Does it recover fluctuations, correlations, event timing and higher moments—not merely the mean?

  4. Common dynamics

    Does the same ontology survive multiple experiments without phenomenon-specific patches?

  5. Novel discrimination

    Can it predict an outcome not used to construct it, preferably one on which standard QM and the reconstruction differ?

Forbidden shortcuts

“Drude fails, therefore classical physics fails.” “Bell rejects local hidden variables, therefore Copenhagen is proved.” “The Casimir force matches a vacuum-energy calculation, therefore vacuum energy was measured.” “A formula contains ℏ, therefore its ontology is quantum.” None is logically licensed without the missing steps.

What classical means here

Objective beables or fields, explicit dynamics, continuous state evolution where possible, stochasticity represented as physical or epistemic variables rather than irreducible measurement magic, and detector interactions included in the model. Locality is a preferred constraint, not a definition we will secretly relax; if a reconstruction needs nonlocal or global boundary structure, it must say so openly.