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Statistical mechanics of cellular automata

Paper summary

Analyzes elementary cellular automata as statistical systems with local deterministic rules. The study develops patterns, dynamical classifications, and statistical behavior as a foundation for investigating self-organization.

Relevance to the project

A source of simple dynamical nulls and the distinction between complex appearance and designed local rules. Useful for testing persistence and novelty metrics.

Cellular automataAggregation and self-assemblyInformation theory

Statistical analogy does not supply the current simulation with physical thermodynamics.

Source record

Reference ID
doi-10-1103-revmodphys-55-601
Archived version
Author-hosted published Reviews of Modern Physics PDF
Summary provenance
reference-library/papers/doi-10-1103-revmodphys-55-601/metadata.json · summary
Review status
initial orientation summary; not a critical full-paper review
Reading scope
Selected abstract/opening and available closing discussion/conclusion passages in the preserved text extract; broader project notes provide context. No reproduction of experiments, exhaustive methods review, or equation/figure audit.