COS45 — Coherence Core (Final) A Minimal Closed Axiom Set for Observable Decision Boundaries

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Main Author: Moriseette, Louis
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Published: Zenodo 2026
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_version_ 1866902070378889216
author Moriseette, Louis
author_facet Moriseette, Louis
contents <p>This document defines the minimal closed axiom set of COS45.</p> <p>Three observable quantities are defined:<br>δₙ(W): spectral distance to rank-n structure<br>τ_W: indistinguishability threshold (observable quantile)<br>ηₙ(W): admissibility margin</p> <p>The DECISION layer is closed:<br>ηₙ = δₙ − τ_W</p> <p>No model, no training, no distributional assumption.</p> <p>NON-CONCLUSIVE is a valid outcome.</p> <p>The EXACT layer is optional and only partially connected (n=1).</p> <p>All results are local and protocol-dependent.</p> <p>This document is self-contained and defines the core of the COS45 framework.</p>
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institution Zenodo
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publishDate 2026
publisher Zenodo
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spellingShingle COS45 — Coherence Core (Final) A Minimal Closed Axiom Set for Observable Decision Boundaries
Moriseette, Louis
Cos45
geometric inference
spectral distance
indistinguishability
indistinguishability
decision boundary
model-free inference
model-free inference
Hankel matrix
<p>This document defines the minimal closed axiom set of COS45.</p> <p>Three observable quantities are defined:<br>δₙ(W): spectral distance to rank-n structure<br>τ_W: indistinguishability threshold (observable quantile)<br>ηₙ(W): admissibility margin</p> <p>The DECISION layer is closed:<br>ηₙ = δₙ − τ_W</p> <p>No model, no training, no distributional assumption.</p> <p>NON-CONCLUSIVE is a valid outcome.</p> <p>The EXACT layer is optional and only partially connected (n=1).</p> <p>All results are local and protocol-dependent.</p> <p>This document is self-contained and defines the core of the COS45 framework.</p>
title COS45 — Coherence Core (Final) A Minimal Closed Axiom Set for Observable Decision Boundaries
topic Cos45
geometric inference
spectral distance
indistinguishability
indistinguishability
decision boundary
model-free inference
model-free inference
Hankel matrix
url https://doi.org/10.5281/zenodo.19595171