Results Glossary Entry Canonical metaphysics Layer Discipline (also: register discipline) is the methodological principle that every claim must be typed in the correct register (Reg_E, Reg_P, Reg_D, Reg_C) and that coherence criteria from one register cannot be applied to content type…
Results · Metaphysics Glossary · Principle MG-P08-layer-discipline Reg-typing Canonical Lean · planned

Layer Discipline (Register Discipline)

Layer Discipline (also: register discipline) is the methodological principle that every claim must be typed in the correct register (Reg_E, Reg_P, Reg_D, Reg_C) and that coherence criteria from one register cannot be applied to content typed in another. It is the operational corollary of Register Independence (VII.T01): pseudo-paradoxes generated by register conflation dissolve once the typing is corrected.

Metaphysics Glossary Primary: VII.T01 layer discipline register discipline register conflation register independence category error methodological tau effective

τ-Definition

Layer Discipline (also: register discipline) is the methodological principle that every claim must be typed in the correct register (Reg_E, Reg_P, Reg_D, Reg_C) and that coherence criteria from one register cannot be applied to content typed in another. It is the operational corollary of Register Independence (VII.T01): pseudo-paradoxes generated by register conflation dissolve once the typing is corrected.

Categorical invariant. Layer-discipline narrowing: ∀ claim c, c carries a register type τ(c) ∈ {E, P, D, C}, and the coherence criterion Coh_X(c) is well-defined only when X = τ(c). Cross-register coherence claims require explicit functorial bridges.

Primary registry anchor: VII.T01

Supporting items: VII.D01, VII.D02, VII.D03, VII.D04

τ-Derivation Chain

  1. I.K0 — Universe Postulate
  2. VII.D01 — Empirical Register Reg_E
  3. VII.D02 — Practical Register Reg_P
  4. VII.D03 — Diagrammatic Register Reg_D
  5. VII.D04 — Commitment Register Reg_C
  6. VII.T01 — Register Independence — failure in one register does not entail failure in another; layer discipline is the methodological corollary

Phenomenological Correlate

Layer Discipline is instantiated whenever a pseudo-paradox is dissolved by typing the claim into its correct register, or whenever a category error is diagnosed as register conflation. Examples: 'God exists' typed as Reg_C (commitment) rather than Reg_E (empirical) or Reg_D (proof); 'consensus consensus → moral truth' diagnosed as a Reg_E → Reg_P illegitimate import; gaslighting / manipulation rhetoric exposed as deliberate register confusion.

Examples:

  • 'God exists' — proper register Reg_C (commitment, stance-stability test); pseudo-paradoxes of theistic 'proofs' arise from typing it as Reg_D or Reg_E
  • 'Everyone knows X is wrong' — Reg_E (consensus) being illegitimately imported into Reg_P (normative); diagnosed as convention-import unearned move
  • Genesis 3 serpent's move: register conflation as the archetype of manipulation
  • Trolley problems: most paradoxes generated by mixing earned (Reg_P) and unearned (Reg_E-imported) claims in the same argument
  • Scientism: applying Reg_E coherence criteria to Reg_C content (e.g., 'science disproves meaning')

Register codomain: Meta — Layer Discipline is a meta-principle about typing across all four registers; its codomain is the disjoint union Obs ⊔ Norm ⊔ Proof ⊔ Stance with explicit type-tags

Manuscript reference: manuscript-sources/book-07/part01/ch03.tex

Lean Coverage

Status: Planned

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