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- Q18393572 subject Q7451612.
- Q18393572 subject Q8234762.
- Q18393572 abstract "In mathematics, a rational monoid is a monoid, an algebraic structure, for which each element can be represented in a "normal form" which can be computed by a finite transducer: multiplication in such a monoid is "easy", in the sense that it can be described by a rational function.".
- Q18393572 wikiPageWikiLink Q176916.
- Q18393572 wikiPageWikiLink Q18393572.
- Q18393572 wikiPageWikiLink Q187420.
- Q18393572 wikiPageWikiLink Q208237.
- Q18393572 wikiPageWikiLink Q3077964.
- Q18393572 wikiPageWikiLink Q4826597.
- Q18393572 wikiPageWikiLink Q5500266.
- Q18393572 wikiPageWikiLink Q574844.
- Q18393572 wikiPageWikiLink Q7295782.
- Q18393572 wikiPageWikiLink Q7451612.
- Q18393572 wikiPageWikiLink Q752532.
- Q18393572 wikiPageWikiLink Q8234762.
- Q18393572 comment "In mathematics, a rational monoid is a monoid, an algebraic structure, for which each element can be represented in a "normal form" which can be computed by a finite transducer: multiplication in such a monoid is "easy", in the sense that it can be described by a rational function.".
- Q18393572 label "Rational monoid".