Library / First Principles Framework (FPF) - Core Conceptual Specification
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Source changed 2026-10-03 08:01:07 UTC · snapshot created 2026-10-03 08:04:31 UTC · last check 2026-10-03 08:05:10 UTC

B.1.3:11 - Relations

  • Builds on: C.2.1 (episteme identity and independently obtaining edition relations), A.6.1 (semantic operation declarations and exact application bindings), A.14 (ConstituentOf, collection belonging under each collection’s own rule, and proper temporal restriction of one unchanged carrier), A.7 (Strict Distinction), and A.15/A.15.1 (Method/Work alignment and Work-temporal law). A.12 is used only when an acting-side distinction is current. An ordinary actor sentence needs no classification apparatus. Any particular dated synthesis or compilation U.Work first reuses each performer’s A.13 core and is independently admitted under A.15.1; F.6 follows only when the receiving claim also needs precise assignment-bound attribution. A short local projection may omit an assignment identifier unused by the receiver only when every consumed relation remains recoverable.
  • Coordinates with: B.1.1 dependency-structure and relation-grounding checks, B.1.4 (Γ_ctx/Γ_time inside knowledge folds), B.1.6 (Γ_work for compute/collection spend).
  • Coordinates with: F.9 for exact cross-context Bridges and bounded-use claims; A.10 or B.3 for reliance; A.15.PROD when production, first existence, or completion is current; and E.17/E.24.PUB for publication, form, and carrier. B.2 is used only when exact construction facts leave a separate whole-reidentification question after the existing-whole explanation check.
  • Used by: B.3 assurance uses the aggregate’s exact formal basis, scope, and support account, including any justified R calculation and mapping limitations; C.11 and C.19.2 govern a separately selected inquiry or action decision.

One‑sentence takeaway. Γ_epist preserves provenance, distinguishes what each source contributes, and combines support only as its meanings and dependencies warrant—returning a useful bounded synthesis when no common score is justified.