Reference library
Canalizing Kauffman networks: nonergodicity and its effect on their critical behavior.
Paper summary
Analyzes the order-to-chaos transition in Boolean networks built from canalizing functions. The proposed criterion accounts for nonergodic activity patterns and is compared with numerical simulations.
Relevance to the project
Suggests initialization-ensemble and perturbation tests for intrinsic dynamics. Function distribution and actual visited states may matter as much as nominal graph degree.
Boolean-network criticality does not specify a desired regime for neural F.
Source record
- Reference ID
- pmc-pmc2128748
- Archived version
- Publisher/repository PDF linked by Europe PMC; see source
- Summary provenance
- reference-library/papers/pmc-pmc2128748/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.