About this Simulation

This interactive simulation demonstrates John Conway's Game of Life, a cellular automaton where simple local rules—birth, survival, and death—create surprisingly complex global patterns. Learners can design initial configurations, observe pattern evolution, and discover emergent behaviors including still lifes, oscillators, and spaceships emerging from elementary cell interactions.

Learning objectives: Understand how simple mathematical rules generate complex patterns and emergent behavior | Explore the concepts of cellular automata and discrete dynamical systems | Investigate properties of self-organizing systems and pattern classification