Difference between revisions of "OCA:Rule 22"
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Wolfram's '''Rule 22''' (or '''W22''') is the 2-state 1-D [[cellular automaton]] in which a cell is ON in the next generation if and only if exactly one of its three neighbours is ON in the current generation (a cell being counted as a neighbour of itself). This is the behaviour of [[Life]] on a cylinder of width 1. | |||
Wolfram's '''Rule 22''' is the 2-state 1-D [[cellular automaton]] in which a cell is ON in the next generation if and only if exactly one of its three neighbours is ON in the current generation (a cell being counted as a neighbour of itself). This is the behaviour of [[Life]] on a cylinder of width 1. | |||
Unlike [[Rule 90]], Rule 22 is capable of explosive growth given a sufficiently chaotic input. | Unlike [[Rule 90]], Rule 22 is capable of explosive growth given a sufficiently chaotic input. | ||
Revision as of 16:26, 20 October 2020
| Rule 22 | |
| View static image | |
| Number | 22 |
|---|---|
| Computation | |
| Character | Chaotic |
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This article is a stub. You can help LifeWiki by expanding it. |
Wolfram's Rule 22 (or W22) is the 2-state 1-D cellular automaton in which a cell is ON in the next generation if and only if exactly one of its three neighbours is ON in the current generation (a cell being counted as a neighbour of itself). This is the behaviour of Life on a cylinder of width 1.
Unlike Rule 90, Rule 22 is capable of explosive growth given a sufficiently chaotic input.
External links
- Rule 22 at the Life Lexicon