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Reproducibility package (v4): Minimal rotational length selection under spectrally rotating forcing

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Zenodo2025-11-15 更新2026-05-26 收录
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This archive contains the reproducibility package (v4) for the manuscript “Minimal rotational length selection under spectrally rotating forcing.” It provides all materials needed to regenerate the main figures/tables and to verify the key control law L⋆ ∝ S^{1/2}. Contents (top-level): - JFM_DOI_FULLSTORY_v3.zip — main data/scripts used for gating the assertion - README_RUN.md, docs/README_v4.md — quick-start and notes - scripts/ (run_all.sh, assert_reproduction.py, analyze_dns_suite.py) - code/ (minimal DNS demo helpers) - data/dns_runs/ (small demo .npz files; illustrative, not used for gating) - requirements.txt, environment.yml, Dockerfile - logs/seeds.json, manifest.json, CITATION.cff How to reproduce (Option A: local) 1) Unzip this archive at a clean location. 2) From the top-level directory: export PYTHONPATH=code make # or: bash scripts/run_all.sh 3) The script prints slopes and writes figures/results into results/ and figs/. How to reproduce (Option B: container) 1) docker build -t jfm-v4 . 2) docker run --rm -it -v "$PWD":/work jfm-v4 bash scripts/run_all.sh Success criteria (automated check in assert_reproduction.py): - Main dataset (v3/data/L_S_table.csv): slope β ≈ 0.50 (bin-median + upper-quartile secant); OLS on binned medians ≈ 0.50 - Synthetic k^6: β ≈ 0.25 - Placebo S′: near zero using OLS / Theil–Sen on raw points Note: the small DNS demo in v4 is illustrative; the reproducibility assertion is gated on v3 data. Scope of reproducibility: We pin seeds and provide single-threaded settings in scripts to reduce numerical variation. Exact bitwise identity across all platforms is not guaranteed; following the steps above reproduces the reported slopes within the stated tolerances on a clean Linux/x86-64 environment. License & citation: - Archive license: CC BY 4.0 (this record) - Please cite this record as: Lee, Y. J. (2025). Reproducibility package (v4): Minimal rotational length selection under spectrally rotating forcing. DOI: <this DOI>. Contact: rego093@naver.com

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2025-11-12
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