CELLULAR AUTOMATA SIMULATOR
Discrete grid deterministic evolution, glider guns, and emergent complex chaos patterns.
RESEARCH & LEARNING VAULT // Cellular Automata & Generative Emergence
Conway's Game of Life, HighLife, Seeds, and discrete 2D toroidal lattice state transitions.
Devised by British mathematician John Horton Conway in 1970 and popularized by Martin Gardner in Scientific American, proving that universal computation (Turing completeness) can emerge from just 4 local rules.
S_{t+1}(x, y) = f(\sum_{i,j \in \text{Moore}} S_t(x+i, y+j))Evaluates the 8-neighbor Moore neighborhood over a toroidal 2D grid using double-buffered Uint8Array buffers.
π― Action:Select 'Gosper Gun' from the stamp library and press Play.
β¨ Observe:Watch a stream of self-replicating gliders march infinitely across the toroidal canvas.
π― Action:Switch algorithm rule to 'HighLife (B36/S23)'.
β¨ Observe:Observe the spontaneous birth of self-replicating diagonal diamonds that duplicate every 12 generations.
The seminal article that introduced Conway's Game of Life to the world.
Extensive encyclopedia of oscillators, spaceships, guns, and Turing machines in Life.