Feather Mathematics — Operator-Theoretic Proof of the Riemann Hypothesis (v1.0, Complete Proof Packet)
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Authors
Sterling Dudley Hayden Independent Researcher — Feather Way Mathematics ORCID: https://orcid.org/0000-0002-XXXX-XXXX
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Publisher
AfricArXiv / UbuntuNet Alliance for Research & Education Networking
Abstract
Complete operator-theoretic proof packet for the Riemann Hypothesis (Feather Mathematics).
This version consolidates the global proof (v0.9a), Fredholm continuity proofs (Appendix E),
Archimedean constants (Appendix B), and final lemmas & constant fix (v1.0).
It presents a unified operator–Fredholm formulation of the Riemann Hypothesis within the Feather
Mathematics framework, grounded in Kemetic Ma’at principles of balance, order, and harmony.
Riemann Hypothesis, Operator Theory, Fredholm Determinant, Ma’at, Kemetic Mathematics, African Mathematics, Feather Mathematics
Description
Complete operator-theoretic proof packet for the Riemann Hypothesis (Feather Mathematics).
This version consolidates the global proof (v0.9a), Fredholm continuity proofs (Appendix E),
Archimedean constants (Appendix B), and final lemmas & constant fix (v1.0).
It provides a unified operator–Fredholm formulation of the Riemann Hypothesis within
the Feather Mathematics framework, integrating Kemetic Ma’at principles of balance,
order, and harmony into a rigorous modern operator-theoretic context.
Keywords
Citation
Hayden, Sterling Dudley (2025). Feather Mathematics — Operator-Theoretic Proof of the Riemann Hypothesis (v1.0, Complete Proof Packet). AfricArXiv / UbuntuNet Alliance. DOI: 10.5281/zenodo.17372250