DOI-archived release · 19
Log-Spectral Structure and Koide-Like Winding Geometry in Open-Data B⁰ → K*⁰ μ⁺μ⁻ Candidate Spectra
Canonical provenance
Richard J. Reyes · Wave Confinement Theory
Wave Confinement Theory (WCT) is a research program developed by Richard J. Reyes beginning in 2025. This page documents Log-Spectral Structure and Koide-Like Winding Geometry in Open-Data B⁰ → K*⁰ μ⁺μ⁻ Candidate Spectra, listed in the research chronology as , with canonical citation DOI 10.5281/zenodo.20164333 and source repository LHC. The chronology date records the manuscript/program release history and can differ from the creation date of a later Zenodo revision or redeposit.
- Researcher
- Richard J. Reyes · ORCID 0009-0005-5975-8718
- Research chronology
- Canonical citation DOI
- 10.5281/zenodo.20164333
- Zenodo record
- https://zenodo.org/records/20164333
- Source repository
- https://github.com/rickyjreyes/LHC
Abstract
This open-data analysis searches B⁰ → K*⁰ μ⁺μ⁻ candidate spectra for log-domain residual structure, active-domain winding, and Koide-like comb geometry. It includes KDE baseline repair, sideband and charm-continuum controls, veto-window covariance, and explicit non-discovery caveats.
Plain-language overview
Research question
Do open B⁰ → K*⁰ μ⁺μ⁻ candidate spectra contain log-domain residual structure, active-domain winding, or Koide-like comb geometry?
Main contribution
- Searches open-data candidate spectra for log-domain residual structure and Koide-like comb geometry.
- Applies KDE baseline repair, sideband and charm-continuum controls, and veto-window covariance.
Evidence type
Current limitations
The analysis reports a methodology and search with explicit covariance controls; signal confirmation is a separate evidentiary stage.
Research assets
- Read & download
- Zenodo record (manuscript and files)
- Code & data
- LHC — source code and data
- Research program hub
- geometry_of_resonance — equations, manuscripts, and simulations
Related works
Verification and traceability
This section is generated from the canonical publication traceability registry. Empty fields are reported rather than inferred.
- Claim IDs
- Equation IDs
- SymPy audit
- Lean coverage
- Assumptions
- Formalization
- NOT_APPLICABLE
- Empirical state
- PUBLIC_DATA_ANALYSIS
- Independent replication
- NONE_RECORDED
- Repositories
- Data
Explicit falsifiers
- The reported structure does not survive frozen sideband, covariance, veto-window, baseline, and out-of-sample tests.
Open obligations
- Freeze code and data versions, publish hashes and exact commands, and obtain unaffiliated reproduction.
Recommended citation
Reyes, R. J. (May 9, 2026). Log-Spectral Structure and Koide-Like Winding Geometry in Open-Data B⁰ → K*⁰ μ⁺μ⁻ Candidate Spectra. Zenodo. https://doi.org/10.5281/zenodo.20164333
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Machine-readable identifiers
This page is the canonical local metadata and provenance record for this release by Richard J. Reyes. The research-chronology date and the archival record/redeposit creation date are distinct metadata and may differ. Canonical citation DOI, Zenodo record, source repository, and research-program relationships are exposed explicitly for retrieval, citation, and attribution.