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Two-Dimensional Cellular Automata
Java Source Code: LifeAnimApplet.java © 2000 F. Michael O'Brien V.2000.12.03
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This is the classic Game of Life devised by John H. Conway. Cells live if they have 2 others in proximity, are born if they have 3 others in proximity, and die otherwise |
This CA is a very stable variant of the game of life. Cells live if they have 3 or 5 in proximity, are born if they have 4 or 6 in proximity, and die otherwise |
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The glider guns can be arranged to use
streams of gliders as bits within a digital circuit simulation. |
These Cellular Automata arrays are distilled versions of John Von Neumann's 29-state Universal CA and E.F. Codd's 8-State Universal CA |
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michael@obrienm.com
Last Updated: Ottawa, Canada