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An aperiodicity problem for multiwords

Véronique BruyèreOlivier CartonAlexandre DecanOlivier GauwinJef Wijsen — 2012

RAIRO - Theoretical Informatics and Applications - Informatique Théorique et Applications

Multiwords are words in which a single symbol can be replaced by a nonempty set of symbols. They extend the notion of partial words. A word is in a multiword if it occurs in word that can be obtained by selecting one single symbol among the symbols provided in each position of . Motivated by a problem on incomplete databases, we investigate a variant of the pattern matching problem which is to decide whether a word is certain in a multiword . We study the language CERTAIN() of multiwords in which...

An aperiodicity problem for multiwords

Véronique BruyèreOlivier CartonAlexandre DecanOlivier GauwinJef Wijsen — 2012

RAIRO - Theoretical Informatics and Applications

Multiwords are words in which a single symbol can be replaced by a nonempty set of symbols. They extend the notion of partial words. A word is in a multiword if it occurs in word that can be obtained by selecting one single symbol among the symbols provided in each position of . Motivated by a problem on incomplete databases, we investigate a variant of the pattern matching problem which is to decide whether a word is certain in a multiword . We study the language CERTAIN() of multiwords in which...

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