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Conditional Evidence Theory and Its Application in Knowledge Discovery

机译:条件证据理论及其在知识发现中的应用

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In this paper, we develop the conditional evidence theory and apply it to knowledge discovery in database. In this theory, we assume that a priori knowledge about generic situation and evidence about situation at hand can be modelled by two independent random sets. Dempster's rule of combination is a popular method used in evidence theory, we think that this rule can be applied to knowledge revision, but isn't appropriate for knowledge updating. Based on random set theory, we develop a new bayesian updating rule in evidence theory. More importantly, we show that bayesian updating rule can be performed incrementally by using Moebius transforms.
机译:在本文中,我们发展了条件证据理论并将其应用于数据库中的知识发现。在此理论中,我们假设可以通过两个独立的随机集来建模有关一般情况的先验知识和有关当前情况的证据。 Dempster的组合规则是证据理论中常用的方法,我们认为该规则可以应用于知识修订,但不适用于知识更新。基于随机集理论,我们在证据理论中开发了一种新的贝叶斯更新规则。更重要的是,我们表明可以通过使用Moebius变换来逐步执行贝叶斯更新规则。

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