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From Regular Weighted Expressions To Finite Automata.
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2024年10月22日 — ABSTRACT In this article we generalize concepts of the position automaton and ZPC-structure to the regular K-expressions.
FROM REGULAR WEIGHTED EXPRESSIONS TO FINITE ...
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由 JM CHAMPARNAUD 著作2004被引用 21 次 — In this article we generalize concepts of the position automaton and ZPC-structure to the regular -expressions. We show that the extended ZPC-structure can ...
From Regular Weighted Expressions to Finite Automata
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由 JM Champarnaud 著作2003被引用 4 次 — Regular weighted expressions allow us to encode infinite data via a finite writing. In 1961, Schützenberger shows the famous equivalence between weighted ...
FROM REGULAR WEIGHTED EXPRESSIONS TO FINITE ...
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In 1961, Schiitzenberger proved the famous equivalence between weighted automata and regular weighted expressions. Recent papers deal with the conversion of a ...
From Regular Weighted Expressions to Finite Automata
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由 JM Champarnaud 著作2003被引用 4 次 — In this article we generalize the concepts of position automaton and ZPC structure to the regular -expressions.
FROM REGULAR WEIGHTED EXPRESSIONS TO FINITE ...
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由 JM Champarnaud 著作2004被引用 21 次 — Abstract: In this article we generalize concepts of the position automaton and ZPC-structure to the regular $\mathbb{K}$-expressions.
From Regular Weighted Expressions to Finite Automata
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Title: From Regular Weighted Expressions to Finite Automata · Contributors: Champarnaud, J. · Conference: 8th, International Conference on Implementation and ...
From Regular Weighted Expressions to Finite Automata | CoLab
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2003年1月1日 — In this article we generalize the concepts of position automaton and ZPC structure to the regular $$ \mathbb{K} $$ -expressions.
FROM REGULAR WEIGHTED EXPRESSIONS TO FINITE ...
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2004年10月22日 — In this article we generalize concepts of the position automaton and ZPC-structure to the regular [Formula: see text]-expressions.
Efficient weighted expressions conversion
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由 F Ouardi 著作2008被引用 5 次 — Hromkovic et al. have given an elegant method to convert a regular expression of size n into an ε -free nondeterministic finite automaton having O ( n ) states ...