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Automated Many-Sorted Theorem prover

机译:自动化的多排序定理证明器

摘要

The present invention is a method for automatic proving using many-sorted first-order logic. Embodiments of the invention apply a modified method of resolution of first-ordered logic. The method of resolution further comprises: processing at least one first sentence (P1) and at least one second sentence (Q1), wherein each of the at least one first sentence and the at least one second sentence contain literals (Pi, Qi). In addition, the method also restricts a unifying process in the method of resolution; determines the literals (Pi) of the at least one first sentence; negates the literals (Qi) of the at least one second sentence of the restricted unifying process; provides the determined literals (Pi′) and negated literals (Qi″) to the restricted unifying process; chooses a substitution list in the restricted unifying process with a predetermined type; and derives a resolvent sentence in response to the restricted unifying process and the chosen substitution list of predetermined type being unified.
机译:本发明是一种使用多种一阶逻辑进行自动证明的方法。本发明的实施例应用了一种改进的一阶逻辑的解析方法。解决方法还包括:处理至少一个第一句子(P 1 )和至少一个第二句子(Q 1 ),其中至少一个第一句子中的每个句子和至少一秒钟的句子包含文字(Pi,Qi)。另外,该方法还限制了解析方法中的统一过程。确定至少一个第一句子的文字(Pi);否定受限统一过程的至少一秒句子的文字(Qi);将确定的文字(Pi')和否定的文字(Qi”)提供给受限的统一过程;在受限统一处理中选择预定类型的替换列表;并响应于受限制的统一过程和所选的预定类型的替换列表被统一而得出可分辨的句子。

著录项

  • 公开/公告号US2009248391A1

    专利类型

  • 公开/公告日2009-10-01

    原文格式PDF

  • 申请/专利权人 AHARON ABADI;

    申请/专利号US20080060278

  • 发明设计人 AHARON ABADI;

    申请日2008-04-01

  • 分类号G06F17/20;

  • 国家 US

  • 入库时间 2022-08-21 19:34:48

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