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Rules Dependencies in Backward Chaining of Conceptual Graphs Rules

机译:在概念图规则的后退链接中的规则依赖关系

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Conceptual Graphs Rules were proposed as an extension of Simple Conceptual Graphs (CGs) to represent knowledge of form “if A then B”, where A and B are simple CGs. Optimizations of the deduction calculus in this KR formalism include a Backward Chaining that unifies at the same time whole subgraphs of a rule, and a Forward Chaining that relies on compiling dependencies between rules.In this paper, we show that the unification used in the first algorithm is exactly the operation required to compute dependencies in the second one. We also combine the benefits of the two approaches, by using the graph of rules dependencies in a Backward Chaining framework.
机译:概念图表规则被提出为简单概念图(CGS)的扩展,以表示表单“如果是B”的知识,其中A和B是简单的CGS。在此KR形式主义中的扣除演示的优化包括落后链接,该落后链接在规则的同时统一,以及依赖于编制规则之间的依赖关系的前进链接。在本文中,我们展示了第一个统一的统一算法正是计算第二个依赖性所需的操作。我们还通过使用在后向链接框架中的规则依赖性图表来结合两种方法的好处。

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