HCT abc research papers, proof notes, and reproducible no-Magma Hecke quotient artifacts
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Updated
Oct 4, 2026 - Python
HCT abc research papers, proof notes, and reproducible no-Magma Hecke quotient artifacts
Mathematical Research Platform - A comprehensive web-based platform for elliptic curves, Galois theory, modular forms, topology, cryptography, and AI pattern recognition.
Exploring Ramanujan-type π series through exact arithmetic, convergence–degree frontiers, and reproducible certificates.
This program applies Gordon/Hughes' theorem among other requirements to test whether input list representing an eta-quotient is modular or not.
Reproduce Bessel 5 interval certificates and exact modular witnesses. All the work was done by AI; Bessel equalities remain conjectural.
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