Mashup rule: Difference between revisions
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A '''mashup rule''' is any rule which uses multiple states to emulate multiple different rules in one universe, or to emulate [[alternating rule]]s without using any alternation. Mashup rules are notably distinct from standard alternating rules because the different states can coexist in a single universe, whereas in an alternating rule all live cells on a given step are always defined to be in the same phase of the rule. Since [[Golly]] cannot natively simulate alternating rules without the use of emulation, mashup | A '''mashup rule''' is any rule which uses multiple states to emulate multiple different rules in one universe, or to emulate [[alternating rule]]s without using any alternation. Mashup rules are notably distinct from standard alternating rules because the different states can coexist in a single universe, whereas in an alternating rule all live cells on a given step are always defined to be in the same phase of the rule. Since [[Golly]] cannot natively simulate alternating rules without the use of emulation, mashup [[ruletable]]s are the only way to simulate alternating rules that are not emulated by any [[B0]] rules. | ||
[[Category:Algorithms]] | [[Category:Algorithms]] | ||
[[Category:Cellular automata]] | [[Category:Cellular automata]] | ||
[[Category:Multistate rules]] | [[Category:Multistate rules]] | ||
Revision as of 06:56, 9 March 2023
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A mashup rule is any rule which uses multiple states to emulate multiple different rules in one universe, or to emulate alternating rules without using any alternation. Mashup rules are notably distinct from standard alternating rules because the different states can coexist in a single universe, whereas in an alternating rule all live cells on a given step are always defined to be in the same phase of the rule. Since Golly cannot natively simulate alternating rules without the use of emulation, mashup ruletables are the only way to simulate alternating rules that are not emulated by any B0 rules.