Part II introduces irrational discrete spectral series and observation interfaces for classical problems, suggesting new analytic tools.
Part II of the first Gauss-Riemann Spectral Calculus (GRSC) programme series contains Papers 6-10. It introduces irrational discrete spectral series, sawtooth bases as boundary-folding readers, generalized GDFT as a mixed spectral interface, minimal observation interfaces for classical extremal problems, and hypergeometric mother functions with Riemann-style readings. The package defines the central public tool objects of GRSC while keeping final theorem claims separate from reproducible observation and reading interfaces.
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Wangyue (2026) studied this question.
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