International audienceWe revisit two variants of the problem of computing minimal discriminating words studied in [5]. Given a pattern P and a threshold d, we want to report (i) all shortest extensions of P which occur in less than d documents, and (ii) all shortest extensions of P which occur only in d selected documents. For the first problem, we give an optimal solution with constant time per output word. For the second problem, we propose an algorithm with running time O(|P|+d (1+output)) improving the solution of [5]
Abstract. Condensed representations have been studied extensively for 15 years. In particular, the m...
A word x that is absent from a word y is called minimal if all its proper factors occur in y. Given ...
International audienceThe smallest grammar problem - namely, finding a smallest context-free grammar...
International audienceWe revisit two variants of the problem of computing minimal discriminating wor...
International audienceWe study the following three problems of computing generic or discriminating w...
International audienceAn absent (or forbidden) word of a word y is a word that does not occur in y. ...
International audienceA finite language X over an alphabet Σ is complete if any word in Σ* is a fact...
International audienceAn absent word of a word y is a word that does not occur in y. It is then call...
A word x that is absent from a word y is called minimal if all its proper factors occur in y. Given ...
AbstractGiven a language L and a non-deterministic finite automaton M, we consider whether we can de...
A word x that is absent from a word y is called minimal if all its proper factors occur in y. Given ...
Abstract. Condensed representations have been studied extensively for 15 years. In particular, the m...
A word x that is absent from a word y is called minimal if all its proper factors occur in y. Given ...
International audienceThe smallest grammar problem - namely, finding a smallest context-free grammar...
International audienceWe revisit two variants of the problem of computing minimal discriminating wor...
International audienceWe study the following three problems of computing generic or discriminating w...
International audienceAn absent (or forbidden) word of a word y is a word that does not occur in y. ...
International audienceA finite language X over an alphabet Σ is complete if any word in Σ* is a fact...
International audienceAn absent word of a word y is a word that does not occur in y. It is then call...
A word x that is absent from a word y is called minimal if all its proper factors occur in y. Given ...
AbstractGiven a language L and a non-deterministic finite automaton M, we consider whether we can de...
A word x that is absent from a word y is called minimal if all its proper factors occur in y. Given ...
Abstract. Condensed representations have been studied extensively for 15 years. In particular, the m...
A word x that is absent from a word y is called minimal if all its proper factors occur in y. Given ...
International audienceThe smallest grammar problem - namely, finding a smallest context-free grammar...