Microworld:
Life
in 3 Dimensions: (All in One)
Click the Hyperlink above
to visit the Microworld.
Author:
James
White
This
PlayBook is about John Conway's Game of Life. In this three dimensional version,
cells are cubes in a 21x21x21 array. In each generation, a cell must decide
whether it survives to the next by counting its immediate neighbors. And vacant
cells are 'born' if they have the correct number of living neighbors. Initially,
the rules (which you may change) are: a vacant cell must have precisely 4
neighbors to be born. An occupied cell will survive if it has from 4 to 6
neighbors.
Learn
about Cellular Automata by attempting to discover Rules and Initial Setups
that give recurring patterns. We provide a simple example. Also learn about
Cartesian Coordinates in 3 Dimensions as you design your Life Patterns.
Return to the listing of MathwrightWeb Microworlds
| - James E. White, Ph.D. , Library Director, | ||
| author of this website, Mathwright 2000, MindScapes, | ||
| MathwrightWeb, and Mathwright32 |
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Microworld
Title Page:
Life in 3 Dimensions
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