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- Left_quotient abstract "If and are formal languages, then the left quotient of with is the language consisting of strings w such that xw is in for some string x in . In symbols, we write:You can regard the left quotient as the set of postfixes that complete words from , such that the resulting word is in .For more details, see right quotient.".
- Left_quotient wikiPageID "1259211".
- Left_quotient wikiPageRevisionID "399817177".
- Left_quotient hasPhotoCollection Left_quotient.
- Left_quotient subject Category:Formal_languages.
- Left_quotient type Abstraction100002137.
- Left_quotient type Communication100033020.
- Left_quotient type FormalLanguages.
- Left_quotient type Language106282651.
- Left_quotient comment "If and are formal languages, then the left quotient of with is the language consisting of strings w such that xw is in for some string x in . In symbols, we write:You can regard the left quotient as the set of postfixes that complete words from , such that the resulting word is in .For more details, see right quotient.".
- Left_quotient label "Left quotient".
- Left_quotient sameAs m.04mxz7.
- Left_quotient sameAs Q6516990.
- Left_quotient sameAs Q6516990.
- Left_quotient sameAs Left_quotient.
- Left_quotient wasDerivedFrom Left_quotient?oldid=399817177.
- Left_quotient isPrimaryTopicOf Left_quotient.