Cellular Automata
Overview
Cellular automata model grids of cells whose states change through repeated rules, offering a compact way to study emergence, computation, and spatial dynamics. Work spans classical Life-like and Lenia systems, neural cellular automata with learned updates, programmable rules, and transformers that infer multidimensional rules from examples. Applications include self-replicating artificial life, wildfire spread, and traffic flow, using methods such as probabilistic and physics-informed updates and evaluating pattern growth, forecast overlap, and vehicle-count conservation. A central tension is whether local rules suffice when global information can help, and whether learned systems remain stable, interpretable, and generalize beyond training conditions.
Latest papers
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