Self-Organizing Criticality

Self-Organizing Criticality is the property of systems at phase boundaries to evolve on their own into critical states poised for transition. The book names it as one of the ways Emergent Algorithmic Sophistication shows itself: simple binary rules generate complex behavior through Prime Pulse Bifurcation, through Self-Organizing Criticality at phase boundaries, and through adaptive information processing in Recursive State Evolution. It sits within the book's account of multi-generational evolution, in which each universe inherits its parent's temporal resolution, typically coarsened by its own collapse and refined only in merger-compressed cores, together with its computational depth and complexity grows through density-driven inheritance. It connects to Self-Organized Criticality Dynamics, Emergent Algorithmic Sophistication, Prime Pulse Bifurcation, Recursive State Evolution and Complexity Evolution Patterns.