Edition README

Machine Societies

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Machine Societies

A Theory of Persistent Plural Computational Organization
Komorebi P. · Operation Komorebi
Text edition 1.0.0, 8 October 2026
Final monograph edition, 15 October 2026

Open Machine_Societies_v1.0.0.pdf for the final 118-page reading edition. It follows Paper I's typography and layout, with muted plum (#6B3C63) for the machine-theory series. Appendix D contains a clickable index of all 62 theorem and proposition statements. Appendix E states the verification scope.

What passed

MATHEMATICAL_REVIEW.md contains the claim cards and dependency review. LITERATURE_REVIEW.md records primary-source checks and retrieval limits. RELEASE_LEDGER.json records the release history and current evidence boundary. verification/ contains production, preservation, visual, and computation records.

The other 47 retained proofs were not newly audited in this targeted pass. Finite checks do not replace general proofs. This edition makes no claim of independent peer review, proof-assistant verification, an agent deployment, or closure of the research questions in Section 45.

Rebuild the PDF

Install Python 3 and XeLaTeX with the packages listed in publication/BUILD_README.txt. From this package directory, run:

python3 publication/build.py

On Windows PowerShell, run python publication/build.py.

The editable manuscript and series style are in publication/. The new appendices are statement_index.tex and release_review.tex. Local fonts, licenses, vector figures, and original figure generators are included. The build updates the root PDF, compiler logs, and compiled cross-reference record. The delivered build ran on Linux. Windows execution was not tested.

Reproduce the exact reference checks

Python 3.10 or later is sufficient. These commands use the standard library:

python3 code/demo_commons.py
python3 code/demo_accountability.py
python3 validation/check_finite_models.py

Each group in validation/finite_checks.json declares its input range. The quotient experiment covers two specified refinement families, not all possible refinements. The five-unit and eight-unit examples use different declared observation and resource contracts.

The delivered replay is separately preserved in verification/final_computation/. Its version 2 manifest pins execution inputs, records actual commands, resource limits and result hashes, and can be checked with:

python3 verification/tools/validate_manifest.py verification/final_computation/manifest.json --root .

For PDF and source-preservation checks, install PyMuPDF and run:

python3 verification/verify_monograph.py

Provenance

source_release/ preserves the complete original first edition, including its original PDF, code, historical sources, and evidence. Its records describe their own dates and inputs. Active reference code is copied into code/; the active tests in validation/ point to the current manuscript and correct one overly broad coverage description. Mathematical program logic is unchanged.

SHA256SUMS.txt inventories the delivered package. Running commands that regenerate outputs changes those outputs, so a later snapshot mismatch is expected. The final release has no outstanding editorial or production blocker. Theoretical and external-model limitations remain as stated in the manuscript.

Other PDFs for this work

Original file and source record

This copy matches the recorded source file. Its publication here does not change the work’s review status.

SHA-256: da2c97fdbedbe1a74db6c0520ed7ac1e25beeed5b1c4407f10047a95fe0071a5

Original source on GitHub

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