Inverse Reconstruction and Endogenous Generation of Interpretive Revision: Recovering R under Fixed Quantum Evidence

Whole Pattern, Local Event (WPLE) gives ontological priority to the Whole while preserving established quantum predictions and the reality of localized physical events. This paper formalizes two related problems concerning interpretive revision under fixed quantum evidence. In inverse reconstruction, a destination C and evidence A are specified and a constrained revision R is reconstructed in the motivating relation A + R = C. In endogenous generation, the initial evidence and interpretive framework are examined without specifying C; candidate revisions arise from independently testable inconsistencies, failures of claimed deductive license, and declared standards of explanatory adequacy. Both procedures use a protected empirical package, an explicitly revisable belief base, independently specified hypothesis and ontology-comparison spaces, and inspectable appraisal standards. A finite propositional reconstruction exhibits multiple inverse solutions and a separate target-free calculation in which conflict sets yield a revision before any destination is chosen. Quantum applications address localized detector records, two-path interference, and GHZ global correlations. The calculations preserve states, observables, instruments, and Born-rule predictions while testing the inferences assigned to them. An analysis of context-conditioned computation clarifies how external information can redirect explanatory priorities and how analogous audits can generate candidate revisions internally, without equating transformer attention with quantum dynamics. The result is a methodological specification of how interpretive correction can be reconstructed or generated. Whole-priority remains WPLE's affirmative abductive ontological proposal, subject to independent explanatory appraisal.