Xxxxxx’x Game Of Life Sample Clauses

Xxxxxx’x Game Of Life. ‌ Xxxxxx’x Game of Life, initially introduced by Xxxx Xxxxxx, was later presented to a wider audience by Xxxxxxx [41] in his column, “Mathematical Games”. The Game of Life, as discussed by Xxxxxxx [54], has by no means useful functionality, but it serves as a good example of emergence. The game consists of a grid of cells, each cell being an individual location. Here, each cell in the grid is considered either alive or dead, and each cell alternates between these two states over time according to its own state and the state of its surrounding cells: its neighbourhood. This can be seen more clearly in Figure 2.9, in which the black cell is alive, the surrounding white cells are dead, and the surrounding white cells are the black cell’s neighbourhood. The states of all cells change throughout the game according to a common, simple behaviour that is employed by all cells in the system. For cells that are alive: each cell with less than two neighbours dies; each cell with four or more neighbours dies; and each cell with two or three neighbours survives. For cells that are dead: each cell with three neighbours becomes alive.