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A Constructor-Based EI-Model Semantics of EI-CTRS

机译:EI-CTRS的基于构造函数的EI模型语义

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This paper investigates the semantics of conditional term rewriting systems with negation (denoted by EI-CTRS), called constructor-based EI-model semantics. The introduction of "≠" in EI-CTRS make EI-CTRS more difficult to study. This is in part because of a failure of EI-CTRS to guarantee that there exist least Herbrand models in classical logical point of views. The key idea of EI-model is to explain that "t ≠ s" means that the two concepts represented by t and s respectively actually belong to distinguished basic concepts represented by two constructor-ground terms. We define the concept of EI-model, and show that there exist least Herbrand EI-models for EI-satisfiable EI-CTRS. Prom algebraic and logic point of view, we show that there are very strong reasons for regarding the least Herbrand EI-models as the intended semantics of EI-CTRS. According to fixpoint theory, we develop a method to construct least Herbrand EI-models in a bottom-up manner. Moreover, we discuss soundness and completeness of EI-rewrite for EI-model semantics.
机译:本文研究了带有否定的条件项重写系统的语义(以EI-CTRS表示),称为基于构造函数的EI模型语义。 EI-CTRS中引入“≠”使EI-CTRS更加难以研究。部分原因是EI-CTRS无法确保从经典逻辑观点出发至少存在Herbrand模型。 EI模型的关键思想是解释“ t≠s”意味着由t和s表示的两个概念实际上分别属于由两个构造子基础项表示的独特基本概念。我们定义了EI模型的概念,并表明对于EI可满足的EI-CTRS,至少存在Herbrand EI模型。从舞会代数和逻辑的角度来看,我们证明了将赫伯兰德最小EI模型视为EI-CTRS的预期语义的强​​烈理由。根据定点理论,我们开发了一种以自下而上的方式构造最少的Herbrand EI模型的方法。此外,我们讨论了针对EI模型语义的EI重写的正确性和完整性。

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