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无重叠生成文法的一义可解析性及图林等价性
引用本文:张生成,张治国.无重叠生成文法的一义可解析性及图林等价性[J].国外电子元器件,2009,17(3):114-116.
作者姓名:张生成  张治国
作者单位:西安财经学院信息学院;中山大学信息科学与技术学院;
摘    要:为了实现有效的文法解析,定义了一种生成规则受限的短语结构文法,称为无重叠生成文法。证明了该类文法的任何语言句子都可以被无回朔无失败地解析。尽管该类文法的生成规则受到很大的限制.但这种文法的生成能力仍然和图灵机等同。

关 键 词:短语结构文法  无重叠生成文法  一义可解析性  图灵等价性

Uniquely parsable of overlap-free grammar and its turing universality
ZHANG Sheng-cheng,ZHANG Zhi-guo.Uniquely parsable of overlap-free grammar and its turing universality[J].International Electronic Elements,2009,17(3):114-116.
Authors:ZHANG Sheng-cheng  ZHANG Zhi-guo
Affiliation:ZHANG Sheng-cheng1,ZHANG Zhi-guo2
Abstract:To implementation of efficient parsing of grammars,a new class of phrase structure grammars called overlap-free grammar(OFG) with heavily restricted rewriting rules is defined.It is shown that any sentences in any OFG language can be parsed successfully in a very sample way without backtracking.It is also shown that OFG is not only of non-backtracking uniquely parsability but also of universal generative ability,i.e.Turing equivalence or universality,in spite of the restrictions to its rewriting rules.
Keywords:phrase structure grammars  overlap-free grammars  non-backtracking uniquely parsability  turing universality  
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