References
[1] Jeremy Rodgers. Cross-Domain Spectral Ratio Structure: Refined Recurrence, Robustness and Diagnostic Limits. Cited as a 2026 manuscript. Read the web edition.
[2] Jeremy Rodgers. The Canonical Spectral-Curvature Field: A Unified Operator Origin for Coherence, Dissipation, and Spectral Budgets. Cited as a 2026 manuscript. Read the web edition.
[3] Jeremy Rodgers. Source–Readout Non-Equivalence: Descent and Equivariant Reconstruction Obstructions. Cited as a 2026 manuscript.
[4] Jeremy Rodgers. Geometric Realization of Completed Source Relations. Cited as a 2026 manuscript.
[5] Jeremy Rodgers. Observable Quotients and Exact Projected Dynamics: Closure, Memory, Minimal Dynamical Completion, and Effective Field Operators. Cited as a 2026 manuscript.
[6] E. B. Davies. “Markovian master equations.” Communications in Mathematical Physics 39, 91–110 (1974). DOI.
[7] National Institute of Standards and Technology. Digital Library of Mathematical Functions, Section 34.3: Basic Properties of 3j Symbols. Section 34.3. Accessed 3 November 2026.
[8] Wassily Hoeffding. “Probability inequalities for sums of bounded random variables.” Journal of the American Statistical Association 58(301), 13–30 (1963). DOI.
[9] Saul A. Teukolsky. “Perturbations of a rotating black hole. I. Fundamental equations for gravitational, electromagnetic, and neutrino-field perturbations.” The Astrophysical Journal 185, 635–647 (1973). DOI.
[10] E. W. Leaver. “An analytic representation for the quasi-normal modes of Kerr black holes.” Proceedings of the Royal Society of London. Series A 402(1823), 285–298 (1985). DOI.
[11] Leo C. Stein. “qnm: A Python package for calculating Kerr quasinormal modes, separation constants, and spherical-spheroidal mixing coefficients.” Journal of Open Source Software 4(42), 1683 (2019). DOI.
[12] Sai Iyer and Clifford M. Will. “Black-hole normal modes: A WKB approach. I. Foundations and application of a higher-order WKB analysis of potential-barrier scattering.” Physical Review D 35, 3621 (1987). DOI.
Published source: From Source Structure to Spectral Profiles: Generation Mechanisms and Observable Readouts in the Canonical Spectral-Curvature Framework. Read the original PDF alongside the web treatment.