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One application of real-valued interpretation of formal power series

✍ Scribed by An.A. Muchnik


Publisher
Elsevier Science
Year
2003
Tongue
English
Weight
168 KB
Volume
290
Category
Article
ISSN
0304-3975

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✦ Synopsis


We deΓΏne two natural properties of context-free grammars. The ΓΏrst property generalizes linearity and the second property strengthens nonlinearity. A language generated by an unambiguous grammar of the ΓΏrst type is called the language with weak linear structure and a language generated by an unambiguous grammar of the second type is called the language with strong nonlinear structure. Our main theorem states that the family of unambiguous grammars generating languages with weak linear structure and the family of unambiguous grammars generating languages with strong nonlinear structure are e ectively separable.


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