Temporal resolution: a breadth-first search approach

C. Dixon
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引用次数: 2

Abstract

An approach to applying clausal resolution, a proof method for classical logics suited to mechanisation, to temporal logics has been developed by Fisher. The method involves translation to a normal form, classical style resolution within states and temporal resolution between states. The method consists of only one temporal resolution rule and is therefore particularly suitable as the basis of an automated temporal resolution theorem prover. As the application of this temporal resolution rule is the most costly part of the method, involving search amongst graphs, it is on this area we focus. A breadth-first search approach to the application of this rule is presented and shown to be correct. Analysis of its operation is carried out and test results for its comparison to a previously developed depth-first style algorithm given.
时间分辨率:宽度优先搜索方法
费雪提出了一种适用于机械化的经典逻辑的证明方法,即子句解决方法,用于时间逻辑。该方法包括转换为标准形式、状态内的经典样式解析和状态之间的时间解析。该方法仅包含一个时间分辨率规则,因此特别适合作为自动时间分辨率定理证明的基础。由于时间分辨率规则的应用是该方法中最昂贵的部分,涉及图之间的搜索,因此我们将重点放在这一领域。提出了一种应用该规则的宽度优先搜索方法,并证明了该方法的正确性。对该算法进行了运算分析,并与先前开发的深度优先算法进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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