Current published reading edition · 2026-04-21

Standing–Admissibility Identity Closure (Equivalence)

Amos Jay Maley · 12 pages · Fixed-domain continuation and persistence foundations

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The manuscript states a conditional identity result for two binary classifiers on a fixed evaluated-state domain. Its explicit substrate includes lawful continuation, an AMetric no-selector boundary, standing conservation and irrecoverability on retained lineages. It separates pointwise classifier identity from collapse of a remaining governance-role distinction. It does not derive a lower kernel, assert global minimality or govern cross-domain transport.

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Amos Jay Maley. Standing–Admissibility Identity Closure (Equivalence). 2026-04-21. DOI: 10.5281/zenodo.19682333.

SHA256 5884ca7001dbbd2665988f197f644bd157d06a51e8730df8108edb9cc73b86a5

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The summary was checked against the abstract, named sections and conclusion of this exact release. Completion markers were reviewed; the manuscript claims have not been independently verified. Equations, theorem numbering and full references are preserved in the original searchable PDF. This page is a reading aid, not a full-text conversion.

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Continuation and persistence reading order

This is a suggested reading order. Each theorem retains its stated target and additional premises. It is not an assertion that every listed work logically imports every preceding work. Links open current reading editions; exact imported source bytes remain unresolved where references do not pin an edition.

  1. Standing–Admissibility Identity Closure (Equivalence)
  2. The Structural Inadmissibility of the Null Regime
  3. Constraint-Bundle Forcing under Fixed-Domain Evaluability
  4. Continuation-Locus Induction under Admissibility-Bearing Governance
  5. Boundary-Trace Fixation of Continuation Loci under AASC
  6. Persistence-Regime Realization under AASC
  7. Standing Localization under Realized Persistence
  8. Concrete-Domain Closure under AASC