May 28, 2005 · We demonstrate that the minimal partial DFA for the set of all subwords of a given word w, |w| > 2, has at most 2|w| − 2 states and 3|w| − 4 ...
Let a partial deterministic finite automaton be a DFA in which each state need not have a transi- tion edge for each letter of the alphabet.
Minimal forbidden subwords. Motivated by a study of similar problems stated for factors of words, we study forbidden subwords of a language or a word. · Minimal ...
We demonstrate that the minimal partial DFA for the set of all subwords of a given word w, |w| > 2, has at most 2|w| − 2 states and 3|w| − 4 transition edges, ...
Bibliographic details on Building the Minimal DFA for the Set of all Subwords of a Word On-line in Linear Time.
We demonstrate that the smallest partial DFA for the set of all subwords of a given word w, |w|>2, has at most 2|w|−2 states and 3|w|−4 transition edges.
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Building the Minimal DFA for the Set of all Subwords of a Word On-line in Linear Time ICALP, 1984. ICALP 1984 · DBLP · Scholar · DOI. Full names. Links ISxN.
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Building the minimal DFA for the set of all subwords of a word on-line in ...
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Mar 1, 2024 · Building the minimal DFA for the set of all subwords of a word on-line in linear time. scholarly article by Blumer et al. which introduced ...
The smallest DFA for the set of all subwords of a word can be built on-line in linear time. Sketch of proof. The above description of Algorithm B indicates ...
Missing: Minimal | Show results with:Minimal
Building the minimal DFA for the set of all subwords of a word on-line in linear time ... Building a complete inverted file for a set of text files in linear time.