A Spectral Proof Framework for the Riemann Hypothesis

Name: A Spectral Proof Framework for the Riemann Hypothesis
Creator: Stelzriede, Jacob
Keywords: Twist–compression field, Pseudo-differential operators, Determinant regularization, Weyl law, Riemann Hypothesis, Spectral theory

Stelzriede, Jacob

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Preprint . 2025

License: CC BY

Data sources: Datacite

ZENODO

Preprint . 2025

License: CC BY

Data sources: Datacite

A Spectral Proof Framework for the Riemann Hypothesis

descriptionPublicationkeyboard_double_arrow_right Preprint 29 Oct 2025Publisher:Zenodo

Authors: Stelzriede, Jacob;

doi: 10.5281/zenodo.17478706 , 10.5281/zenodo.17478705

A Spectral Proof Framework for the Riemann Hypothesis

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Abstract

Preprint describing a constructive spectral framework linking a log-weighted twist-compression operator to the analytic structure of ζ(s). Includes analytic proofs, numerical validation, and reproducibility appendices. All supporting code archived under DOI 10.5281/zenodo.17478615

Keywords

Twist–compression field, Pseudo-differential operators, Determinant regularization, Weyl law, Riemann Hypothesis, Spectral theory

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