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DFL -- a dialog based integration of concept and rule reasoners

机译:DFL-基于对话框的概念和规则推理器的集成

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Description logics (DLs) are subsets of first-order logic (FOL), designed for reasoning about class-based knowledge. Their expressive power is deliberately restricted, so as to enable efficient inference. A DL reasoner or knowledge base is intended to be embedded as a special purpose component in a heterogeneous knowledge base. Therefore, the devel- opment of integration frameworks of DLs and other forms of reasoning is essentially important. In this paper, we introduce a formal scheme for the integration of information sources for which a combined declarative semantics is not available. The integration is defined by a syntactic compositional semantics, and implemented by a dialog process in which the independent reasoners make their failures public. This scheme is used to formalize the integration of a DL reasoner with an expressive rule reasoner (for which a combined declarative semantics is not known). It is implemented in the DFL system, that integrates a DL reasoner and an F-Logic rule reasoner. The integrated system gives rise to a rich dialog between its components, since the DL inferences can trigger new rule inferences, and rule inferences can trigger new DL inferences. The DFL system is the first to support a true dialog between a DL and a rule reasoners, that operate under different semantical policies. e.g., the open World assumption (OWA) for the DL reasoner, and the closed world assumption (CWA) for the rule reasoner. This architecture generalizes all existing hybrids of descriptions and rules.
机译:描述逻辑(DL)是一阶逻辑(FOL)的子集,设计用于推理基于类的知识。故意限制其表达能力,以便进行有效推理。 DL推理程序或知识库旨在作为专用组件嵌入异构知识库中。因此,DL的集成框架和其他形式的推理的开发至关重要。在本文中,我们介绍了一种形式化的信息源集成方案,该方案无法使用组合的声明性语义。集成由句法组成语义定义,并由对话过程实现,在对话过程中,独立推理者将其失败公之于众。该方案用于形式化DL推理机与表达规则推理机的集成(对于该推理机,组合的声明性语义是未知的)。它在DFL系统中实现,该系统集成了DL推理器和F-Logic规则推理器。由于DL推理可以触发新的规则推理,而规则推理可以触发新的DL推理,因此集成系统在其组件之间引起了丰富的对话。 DFL系统是第一个支持在DL和规则推理器之间进行真正对话的规则,它们在不同的语义策略下运行。例如,DL推理机的开放世界假设(OWA),规则推理机的封闭世界假设(CWA)。该体系结构概括了描述和规则的所有现有混合形式。

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