The multi-entity decision graph decision ontology: A decision ontology for fusion support

Mark Locher, P. Costa
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Abstract

Aiding decision-makers is a key function of a fusion system. In designing decision-aiding modules for fusion systems, it is necessary to understand the elements of the decision model and the dependencies that connect them. An ontology is a disciplined means to codify that understanding. Many fusion systems have a Bayesian Network (BN) component to support probabilistic reasoning under uncertainty. Decision graphs (DG) are an extension that adds decision aiding to BNs. Both BNs and DGs have limited logical expressivity, able to model propositions, but cannot directly model variable numbers of entities or variations in their attributes and relationships. This important capability is called first-order expressivity. Multi-Entity Bayesian Network (MEBN) was developed to provide first-order logic expressivity to BNs. We are developing Multi-Entity Decision Graph (MEDG) to do the same for decision graphs. We found that a decision ontology is useful to our efforts. The literature has a limited discussion of decision ontologies. Almost all focus on the entities and the entity hierarchy. But BNs and DGs emphasize relationships and the dependencies between relationships. The key for probabilistic first-order expressivity is to identify the relationships that enable dependencies between entity instances. We developed a MEDG Decision Ontology that highlights both the entities and key relationships that any decision model needs to address. It is designed to support decision model developers, including fusion model developers, in building comprehensive decision aiding capabilities.
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多实体决策图决策本体:一种支持融合的决策本体
帮助决策者是一个融合系统的关键功能。在为融合系统设计决策辅助模块时,有必要了解决策模型的元素和连接它们的依赖关系。本体论是将这种理解编撰成文本的一种有纪律的手段。许多融合系统都有贝叶斯网络(BN)组件来支持不确定情况下的概率推理。决策图(DG)是对bp网络进行决策辅助的一种扩展。bp和dg都有有限的逻辑表达能力,能够对命题建模,但不能直接对实体的变量数量或其属性和关系的变化建模。这种重要的能力被称为一阶表达能力。多实体贝叶斯网络(MEBN)是为多实体贝叶斯网络提供一阶逻辑表达能力而开发的。我们正在开发多实体决策图(MEDG)来为决策图做同样的事情。我们发现决策本体对我们的工作很有用。文献对决策本体论的讨论有限。几乎所有这些都集中在实体和实体层次结构上。但是bn和dg强调关系和关系之间的依赖关系。概率一阶表达性的关键是识别实体实例之间的依赖关系。我们开发了一个MEDG决策本体,突出了任何决策模型需要处理的实体和关键关系。它旨在支持决策模型开发人员(包括融合模型开发人员)构建全面的决策辅助功能。
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