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Autore principale: Lin, Jian
Natura: Recurso digital
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Pubblicazione: Zenodo 2026
Accesso online:https://doi.org/10.5281/zenodo.18451634
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author Lin, Jian
author_facet Lin, Jian
contents <p>0.  Executive Summary (Audit Surface)<br>Patch ID:P21-PROPAGATION-ROBUST-MARGIN<br>Gate:G11-PROP (Margin Synthesis)<br>Type:PERIMETER_AUX (non-interfering with CORE)<br>Dependencies: G10-PROP (Theorem L-B) ≺ G11-PROP</p> <p>CORE Interface:    PROPAGATION-to-P3-NDG (firewall compliant)<br>Theorem Goal (C.1): Given Frobenius error bound msafe := 2ε and gate:Ωˆ − Ωˆ approxF≤ ε, define robust margin</p> <p>PASSrobust   ⇐⇒  σ2n(Ωapprox ) ≥ cΩ + 2ε. ˆThen deterministically σ2n(Ω) ≥ cΩ.</p> <p>Audit Discipline:<br><br>•  Pure inequality synthesis (triangle inequality / rearrangement).<br>• No modification to frozen CORE thresholds (cΩ) or Haar constants (non-interference).<br>•  Earliest-fail: Missing G10-PROP anchor → FAIL:PROP.MARGIN.INVALID.</p>
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publishDate 2026
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spellingShingle CDIP v2.0 Phase B Patch P21—Robust Margin Theorem (G11-PROP)
Lin, Jian
<p>0.  Executive Summary (Audit Surface)<br>Patch ID:P21-PROPAGATION-ROBUST-MARGIN<br>Gate:G11-PROP (Margin Synthesis)<br>Type:PERIMETER_AUX (non-interfering with CORE)<br>Dependencies: G10-PROP (Theorem L-B) ≺ G11-PROP</p> <p>CORE Interface:    PROPAGATION-to-P3-NDG (firewall compliant)<br>Theorem Goal (C.1): Given Frobenius error bound msafe := 2ε and gate:Ωˆ − Ωˆ approxF≤ ε, define robust margin</p> <p>PASSrobust   ⇐⇒  σ2n(Ωapprox ) ≥ cΩ + 2ε. ˆThen deterministically σ2n(Ω) ≥ cΩ.</p> <p>Audit Discipline:<br><br>•  Pure inequality synthesis (triangle inequality / rearrangement).<br>• No modification to frozen CORE thresholds (cΩ) or Haar constants (non-interference).<br>•  Earliest-fail: Missing G10-PROP anchor → FAIL:PROP.MARGIN.INVALID.</p>
title CDIP v2.0 Phase B Patch P21—Robust Margin Theorem (G11-PROP)
url https://doi.org/10.5281/zenodo.18451634