Game of Life
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This is an implementation of John Conway’s Game of Life to illustrate evolving states based on simple rules being applied over time (possibly infinite). (Read more about Game Of Life and John Conway at Wikipedia.)

The game of LIFE as a model of artificial life illustrates that simple rules can have complex consequences.

  • If a cell has less than 2 neighboring cells, it dies of loneliness and boredom.
  • If a cell has more than 3 neighboring cells, it dies of overpopulation.
  • If an empty grid is surrounded by 3 cells, a new cell is born on that grid.

Invented by British mathematician John Horton Conway in 1970; LIFE has been a frequent subject of study in computer science.  Ideally, the Game of Life  should be played on an infinite plane, so that the life-forms can grow infinitely without being confined in grids. Since we have no such luxury, this implementation assumes a limited 2D space which wraps around the edges.

 

References and other resources:
Langton, Christopher G., et al. “Artificial Life II.” Redwood City, CA: Addison-Wesley. 1990.
Poundstone, William. “The Recursive Universe.” New York: Morrow, 1995.

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