本体建模的逻辑运算符

S. Borgo, Daniele Porello, N. Troquard
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引用次数: 7

摘要

我们证明了逻辑比标准一阶和模态算子提供给本体论更多的东西。我们首先描述了一些我们认为特别适合本体论建模的线性逻辑算子,并建议如何在本体论框架内解释它们。在展示了它们如何与经典逻辑共存之后,我们从文献中分析了三个工件的概念,得出结论,这些线性算子允许减少其形式化所需的本体论承诺,甚至简化其逻辑表述。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Logical Operators for Ontological Modeling
We show that logic has more to offer to ontologists than standard first order and modal operators. We first describe some operators of linear logic which we believe are particularly suitable for ontological modeling, and suggest how to interpret them within an ontological framework. After showing how they can coexist with those of classical logic, we analyze three notions of artifact from the literature to conclude that these linear operators allow for reducing the ontological commitment needed for their formalization, and even simplify their logical formulation.
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