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Tractable shape grammars

机译:可伸缩形状语法

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摘要

In this paper we explore the theoretical basis for a concept of 'computation-friendly' shape grammars, through a formal examination of tractability of the grammar formalism. Although a variety of shape grammar definitions have evolved over time, it is possible to unify these to be backwards compatible. Under this unified definition, a shape grammar can be constructed to simulate any Turing machine from which it follows that: a shape grammar may not ha its language space can be exponentially large; and in general, its membership problem is unsolvable. Moreover, parametric subshape recognition is shown to be NP. This implies that it is unlikely, in general, to find a polynomial-time algorithm to interpret parametric shape grammars, and that more pragmatic approaches need to be sought. Factors that influence the tractability of shape grammars are identified and discussed.
机译:在本文中,我们通过对语法形式主义易处理性的形式化检验,探讨了“易于计算”形语法的理论基础。尽管各种形状语法定义已随时间发展,但可以将它们统一为向后兼容。在这个统一的定义下,可以构造形状语法来模拟任何图灵机,从中得出以下结论:形状语法可能不会停止;它的语言空间可能成倍增长;通常,它的成员资格问题是无法解决的。此外,参数子形状识别显示为NP。这意味着通常不太可能找到用于解释参数形状语法的多项式时间算法,并且需要寻求​​更多实用的方法。确定并讨论了影响形语法易处理性的因素。

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