Methods for Constructing Measurable and Metrizable Models of Knowledge Bases within Algebraic Approach

B. Kulik, A. Fridman
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引用次数: 1

Abstract

Conventional methods to provide measurability and metrization of knowledge models cover only a small part of possible models, namely Bayesian networks and probabilistic analysis of models expressed by formulas of propositional calculus. The report proposes a new approach to building a wider class of measurable and metrizable knowledge models based on n-tuple algebra developed by the authors earlier. Besides. the proposed approach makes it possible to use clustering methods in models of knowledge bases.
基于代数方法的知识库可测量和可度量模型的构建方法
提供知识模型的可测量性和度量性的传统方法只涵盖了一小部分可能的模型,即贝叶斯网络和由命题微积分公式表示的模型的概率分析。该报告提出了一种基于作者先前开发的n元代数构建更广泛的可测量和可度量知识模型的新方法。除了。提出的方法使得在知识库模型中使用聚类方法成为可能。
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