RIME Computational Companion Archive
Abstract
RIME Computational Companion Archive (CCS v2) is an optional,human-readable research companion to the independently maintained PapersI–III of the RIME program. It preserves reproducibility pointers,computational observations, open problems, release lineage, selectedhistorical records, and explicit claim-status boundaries. Papers I, II, and III are mathematically self-contained and do not rely onthis archive as a premise, definition source, executable certificate, orclaim authority. Mathematical claims should be cited from the correspondingpaper. The archive records finite computational material for the 228-dimensionalRubik cubie representation. This includes the Paper I blockwise spectralcensus, the Paper II QT/HT sector and direct-support audit, and the Paper IIIsupport-graph versus projected-composition audit. Numerical registration doesnot prove exact commutation or exact arithmetic; a support-graph path does notguarantee a nonzero projected matrix product; and ambient incidence geometrydoes not automatically determine the geometry of a representation-derivedparameter family. CCS v2 also preserves explicitly labelled historical and withdrawn materialfrom the earlier combined Papers I–III and CCS release. These records areretained for research provenance and do not define the claim boundaries ofthe independent version-2 papers. Source repository: https://github.com/dooven-prime/rime-lite
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BibTeX
@article{chen2026rime,
title = {{RIME Computational Companion Archive}},
author = {WuJun Chen},
year = {2026},
month = may,
doi = {10.5281/zenodo.21108196},
url = {https://github.com/dooven-prime/rime-lite},
note = {CC BY},
}
RIS
TY - JOUR
TI - RIME Computational Companion Archive
AU - WuJun Chen
PY - 2026
DA - 2026/05/15
DO - 10.5281/zenodo.21108196
UR - https://github.com/dooven-prime/rime-lite
AB - RIME Computational Companion Archive (CCS v2) is an optional,human-readable research companion to the independently maintained PapersI–III of the RIME program. It preserves reproducibility pointers,computational observations, open problems, release lineage, selectedhistorical records, and explicit claim-status boundaries. Papers I, II, and III are mathematically self-contained and do not rely onthis archive as a premise, definition source, executable certificate, orclaim authority. Mathematical claims should be cited from the correspondingpaper. The archive records finite computational material for the 228-dimensionalRubik cubie representation. This includes the Paper I blockwise spectralcensus, the Paper II QT/HT sector and direct-support audit, and the Paper IIIsupport-graph versus projected-composition audit. Numerical registration doesnot prove exact commutation or exact arithmetic; a support-graph path does notguarantee a nonzero projected matrix product; and ambient incidence geometrydoes not automatically determine the geometry of a representation-derivedparameter family. CCS v2 also preserves explicitly labelled historical and withdrawn materialfrom the earlier combined Papers I–III and CCS release. These records areretained for research provenance and do not define the claim boundaries ofthe independent version-2 papers. Source repository: https://github.com/dooven-prime/rime-lite
ER -