About this Simulation

This interactive simulation demonstrates John Conway's Game of Life, a cellular automaton where simple mathematical rules govern cell birth, survival, and death. Students explore how local interactions between cells create globally complex patterns, oscillators, and travelling structures—illustrating principles of emergent behaviour and self-organisation in biological and mathematical systems.

Learning objectives: Understand how simple rules generate complex patterns and behaviour | Investigate cellular automata principles and emergence in systems | Explore self-replicating patterns and the relationship between initial conditions and long-term dynamics