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Nondeterministic Space is Closed under Complementation
648
Citations
11
References
1988
Year
Context-sensitive LanguagesCombinatorics On WordNondeterministic SpaceGrammatical FormalismChomsky HierarchySet-theoretic TopologyGrammarTopological PropertyLinguisticsTheoretical Linguistics
In this paper we show that nondeterministic space $s(n)$ is closed under complementation for $s(n)$ greater than or equal to $\log n$. It immediately follows that the context-sensitive languages are closed under complementation, thus settling a question raised by Kuroda [Inform. and Control, 7 (1964), pp. 207–233].
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