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Multi-dimensional Trees and a Chomsky-Schützenberger-Weir Representation Theorem for Simple Context-Free Tree Grammars

机译:多维树和简单上下文无关树语法的Chomsky-Schützenberger-Weir表示定理

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David J. Weir proved a Chomsky-Schützenberger-like representation theorem for the string languages of tree-adjoining grammars. This paper presents a generalization of this theorem to the string languages of simple (i.e., linear and non-deleting) context-free tree grammars. This result is obtained through a natural generalization of the original Chomsky-Schützenberger theorem to the tree languages of simple context-free tree grammars. We use James Rogers's notion of multi-dimensional trees to state this latter theorem in a very general, abstract form.
机译:David J. Weir证明了与树相连的语法的字符串语言的类似于Chomsky-Schützenberger的表示定理。本文介绍了该定理对简单(即线性和非删除)上下文无关树语法的字符串语言的概括。通过将原始的Chomsky-Schützenberger定理自然地推广到简单的无上下文树语法的树语言中,可以获得此结果。我们使用詹姆士·罗杰斯(James Rogers)的多维树概念,以一种非常笼统的抽象形式陈述了后一个定理。

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