Thayer School of Engineering, Dartmouth College, Hanover, NH, United States of America.
PLoS One. 2024 Mar 27;19(3):e0296864. doi: 10.1371/journal.pone.0296864. eCollection 2024.
The modeling of uncertain information is an open problem in ontology research and is a theoretical obstacle to creating a truly semantic web. Currently, ontologies often do not model uncertainty, so stochastic subject matter must either be normalized or rejected entirely. Because uncertainty is omnipresent in the real world, knowledge engineers are often faced with the dilemma of performing prohibitively labor-intensive research or running the risk of rejecting correct information and accepting incorrect information. It would be preferable if ontologies could explicitly model real-world uncertainty and incorporate it into reasoning. We present an ontology framework which is based on a seamless synthesis of description logic and probabilistic semantics. This synthesis is powered by a link between ontology assertions and random variables that allows for automated construction of a probability distribution suitable for inferencing. Furthermore, our approach defines how to represent stochastic, uncertain, or incomplete subject matter. Additionally, this paper describes how to fuse multiple conflicting ontologies into a single knowledge base that can be reasoned with using the methods of both description logic and probabilistic inferencing. This is accomplished by using probabilistic semantics to resolve conflicts between assertions, eliminating the need to delete potentially valid knowledge and perform consistency checks. In our framework, emergent inferences can be made from a fused ontology that were not present in any of the individual ontologies, producing novel insights in a given domain.
不确定信息的建模是本体研究中的一个开放性问题,也是创建真正语义网的理论障碍。目前,本体通常不建模不确定性,因此随机主题必须要么进行规范化,要么完全拒绝。由于不确定性在现实世界中无处不在,知识工程师经常面临进行非常繁琐的研究的困境,或者冒着拒绝正确信息和接受错误信息的风险。如果本体能够明确地对现实世界中的不确定性进行建模并将其纳入推理,那将是理想的。我们提出了一个本体框架,该框架基于描述逻辑和概率语义学的无缝合成。这种综合是通过本体断言和随机变量之间的联系来实现的,该联系允许自动构建适合推理的概率分布。此外,我们的方法定义了如何表示随机的、不确定的或不完整的主题。此外,本文描述了如何将多个冲突的本体融合到一个可以使用描述逻辑和概率推理方法进行推理的单个知识库中。这是通过使用概率语义学来解决断言之间的冲突来实现的,从而无需删除潜在有效的知识并执行一致性检查。在我们的框架中,可以从融合的本体中得出单个本体中不存在的突发推断,从而在给定的领域中产生新的见解。