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Quantum Mechanics Without Spooky Action: The Gravacle Theory

Brian Mulconrey

Published Jul 4, 2026• 0 citations

Abstract

This is the manuscript and reproducibility package for Quantum Mechanics Without Spooky Action: The Gravacle Theory. The archive includes the paper in PDF, DOCX, Markdown, and TeX formats; proof and scope ledgers; public-data extracts; processed result files; scoring and digitization scripts; source registries; provenance notes; manifest; and SHA-256 checksums. Version v337 clarifies the Single-Run Boundary Closure Theorem so that entangled record closures are explicitly scoped as jointly constrained by one nonseparable registration relation, not independent per-wing selectors. It also preserves the v336 formatting, bibliography, license, data/provenance packet, and reproducibility materials.Locally authored manuscript, reports, scripts, and supporting documentation are released under Creative Commons Attribution 4.0 International (CC BY 4.0), unless otherwise stated. Third-party datasets, source archives, and cited public records retain their original licenses, terms, and citation requirements.

DOI: 10.5281/zenodo.21108584

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This is the manuscript and reproducibility package for Quantum Mechanics Without Spooky Action: The Gravacle Theory. The archive includes the paper in PDF, DOCX, Markdown, and TeX formats; proof and scope ledgers; public-data extracts; processed result files; scoring and digitization scripts; source registries; provenance notes; manifest; and SHA-256 checksums. Version v337 clarifies the Single-Run Boundary Closure Theorem so that entangled record closures are explicitly scoped as jointly constrained by one nonseparable registration relation, not independent per-wing selectors. It also preserves the v336 formatting, bibliography, license, data/provenance packet, and reproducibility materials.Locally authored manuscript, reports, scripts, and supporting documentation are released under Creative Commons Attribution 4.0 International (CC BY 4.0), unless otherwise stated. Third-party datasets, source archives, and cited public records retain their original licenses, terms, and citation requirements.

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Preprint by Seth Douglas (seth.douglas@gmail.com) on quantitative recovery from finitely many calibrated sharp binary observables, with complete Appendix A and reproducibility materials. Scoped licenses: the manuscript, PDF and TeX are licensed under Creative Commons Attribution 4.0 International (CC-BY-4.0). Original code and accompanying software documentation are MIT-licensed. These are separate file-specific licenses, not a choice of license for every file. See LICENSE.md and LICENSES/ in the archive. The aggregate Other (Open) category represents this mixed-license package. Lean coverage is partial: calibrated projections imply finite-word operator-norm stability; no numbered recovery theorem is fully formalized. Language models assisted exploration and checking; the author retains responsibility for the claims.