Part I outlines the Gauss-Riemann Spectral Calculus, bridging continuous curvature to discrete coherence.
Part I of the first Gauss-Riemann Spectral Calculus (GRSC) programme series contains Papers 1-5. It records the source layer, the first bridge from continuous curvature images to discrete coherence readings, the Euler-to-Riemann second route, fixed-precision certificates for exploratory mathematics, and four-point degeneration chains. The package is presented as a public programme artifact: bridge, interface, certificate, and degeneration-chain results are separated from any final classical Landau-value claim.
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Wangyue (2026) studied this question.
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