Two Ways of Introducing Alternation into Context-Free Grammars and Pushdown Automata(Automata and Formal Language Theory)
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概要
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Two ways of introducing alternation for context-free grammars and pushdown automata are compared. One is the usual way which combines "states" with alternation [1], [4], [7], and the other is the way used in [6] to define the alternating context-free grammar, i.e., alternation is governed by the variables of the grammar. In this paper the latter way is taken over to define a new type of alternating pushdown automaton by combining the "pushdown symbols" of the pushdown automaton with alternation. We have derived a characterization of the original alternating context-free grammars in terms of such a new type of alternating pushdown automaton without states. It is also shown that, if (non-alternating) states are introduced as an additional feature for this type of pushdown automaton, then the resulting alternating pushdown automaton has exactly the same expressive power as the original alternating pushdown automaton.
- 社団法人電子情報通信学会の論文
- 2007-06-01
著者
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Otto Friedrich
Fachbereich Mathematik Informatik Universitat Kassel
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Otto Friedrich
Fachbereich Mathematik
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MORIYA Etsuro
Department of Mathematics, School of Education, Waseda University
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Moriya Etsuro
Department Of Mathematics School Of Education Waseda University
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Otto Friedrich
Fachbereich Elektrotechnik [Schragstrich] Informatik, Universitat Kassel
関連論文
- Shrinking Alternating Two-Pushdown Automata(Automata and Formal Language Theory)
- Two Ways of Introducing Alternation into Context-Free Grammars and Pushdown Automata(Automata and Formal Language Theory)
- Alternating CFG の拡張について(計算機科学の理論とその応用)
- Stack Tree Automata and Their Relation to Context-Free Grammars with Memory
- Some additional remarks on grammatical characterizations of alternating PDAs (理論計算機科学の深化--新たな計算世界観を求めて RIMS研究集会報告集)