Double Greibach operator grammars |
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Affiliation: | School of Computer Science, University of Oklahoma, 200 Felgar Street, Norman, Oklahoma 73019, USA |
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Abstract: | Every context-free grammar can be transformed into one in double Greibach operator form, that satisfies both double Greibach form and operator form. Examination of the expressive power of various well-known subclasses of context-free grammars in double Greibach and/or operator form yields an extended hierarchy of language classes. Basic decision properties such as equivalence can be stated in stronger forms via new classes of languages in this hierarchy. |
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