Pure glider generator: Difference between revisions
Jump to navigation
Jump to search
some of them are important |
Apple Bottom (talk | contribs) m grammar |
||
| Line 1: | Line 1: | ||
{{Glossary}} | {{Glossary}} | ||
A '''pure glider generator''' (or simply '''glider generator''') is a pattern that evolves into one or more [[glider|gliders]] and nothing else. They are part of the [[Cosmology|cosmological]] classification of Life patterns. There was interest in this scheme early on, and within it on pure glider generators in particular (they were reported on quite frequently in the early issues of [[Lifeline]], for example), but they are no longer considered especially important, unless they | A '''pure glider generator''' (or simply '''glider generator''') is a pattern that evolves into one or more [[glider|gliders]] and nothing else. They are part of the [[Cosmology|cosmological]] classification of Life patterns. There was interest in this scheme early on, and within it on pure glider generators in particular (they were reported on quite frequently in the early issues of [[Lifeline]], for example), but they are no longer considered especially important, unless they are [[constellation]]s of [[common]] objects, in which case they can be classified as [[splitter]]s, [[one-time reflector]]s or other one-time circuits. | ||
==Examples== | ==Examples== | ||
Revision as of 23:22, 14 July 2017
A pure glider generator (or simply glider generator) is a pattern that evolves into one or more gliders and nothing else. They are part of the cosmological classification of Life patterns. There was interest in this scheme early on, and within it on pure glider generators in particular (they were reported on quite frequently in the early issues of Lifeline, for example), but they are no longer considered especially important, unless they are constellations of common objects, in which case they can be classified as splitters, one-time reflectors or other one-time circuits.
Examples
![]() RLE: here |
![]() RLE: here |
![]() RLE: here |


