Proof Path Theory: Revision, review, and inquiry

Part IV Revision, review, and inquiry

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A mathematical archive has a continuing life. Revisions, shared error, and finite checking capacity change its use without changing the standard of proof.

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Three declared review models separate independent noise, a common offset, and a common offset with correlated errors. The marginal variance is one. The offset is b=0.3 when present and the correlation is ρ =0.1 when present. Both axes are logarithmic. These are model consequences, not observed reviewer data. — Figure 20. Three declared review models separate independent noise, a common offset, and a common offset with correlated errors. The marginal variance is one. The offset is \(b=0.3\) when present and the correlation is \(\rho=0.1\) when present. Both axes are logarithmic. These are model consequences, not observed reviewer data.

The governing distinction

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Aggregation can reduce independent error without removing a shared offset. Review evidence, provenance, and certificate validity must therefore remain distinguishable.

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Part IV Revision, review, and inquiry

The governing distinction