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ON CONTEXT-FREE REWRITING WITH A SIMPLE RESTRICTION AND ITS COMPUTATIONAL COMPLETENESS

机译:简单约束的无上下文重写及其计算完整性

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摘要

This paper discusses context-free rewriting systems in which there exist two disjoint finite sets of rules, and a symbol, referred to as a condition of applicability, is attached to each rule in either of these two sets. In one set, a rule with a symbol attached to it is applicable if the attached symbol occurs in the current rewritten string while in the other set, such a rule is applicable if the attached symbol does not occur there. The present paper demonstrates that these rewriting systems are computationally complete. From this main result, the paper derives several consequences and solves several open problems.
机译:本文讨论了无上下文重写系统,其中存在两个不相交的有限规则集,并且在这两个集合中的每一个规则上都附加了一个符号(称为适用条件)。在一组中,如果附加的符号出现在当前重写的字符串中,则带有附加符号的规则适用;而在另一组中,如果附加的符号不在此处出现,则适用此规则。本文证明了这些重写系统在计算上是完整的。从这一主要结果出发,本文得出了若干结论并解决了一些开放性问题。

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