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Bayesian neural networks with confidence estimations applied to data mining

机译:具有置信度估计的贝叶斯神经网络应用于数据挖掘

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摘要

An international database of case reports, each one describing a possible case of adverse drug reactions (ADRs), is maintained by the Uppsala Monitoring Centre (UMC), for the WHO international program on drug safety monitoring. Each report can be seen as a row in a data matrix and consists of a number of variables, like drugs used, ADRs, and other patient data. The problem is to examine the database and find significant dependencies which might be signals of potentially important ADRs, to be investigated by clinical experts. We propose a method by which estimated frequencies of combinations of variables are compared with the frequencies that would be predicted assuming there were no dependencies. The estimates of significance are obtained with a Bayesian approach via the variance of posterior probability distributions. The posterior is obtained by fusing a prior distribution (Dirichlet of dimension 2~(n - 1)) with a batch of data, which is also the prior used when the next batch of data arrives. To decide whether the joint probabilities of events are different from what would follow from the independence assumption, the "information component" log( p_(ij)/(P_iP_j)) plays a crucial role, and one main technical contribution reported here is an efficient method to estimate this measure, as well as the variance of its posterior distribution, for large data matrices. The method we present is fundamentally an artificial neural network denoted Bayesian confidence propagation neural network (BCPNN). We also demonstrate an efficient way of finding complex dependencies. The method is now (autumn 1998) being routinely used to produce warning signals on new unexpected ADR associations.
机译:乌普萨拉监测中心(UMC)维护着一个国际病例报告数据库,每个数据库都描述了药物不良反应(ADR)的可能病例,用于世界卫生组织药物安全监测国际计划。每个报告都可以看作是数据矩阵中的一行,并且由许多变量组成,例如所用药物,ADR和其他患者数据。问题是要检查数据库并找到重要的依赖关系,这可能是潜在重要的ADR的信号,需要临床专家进行调查。我们提出一种方法,通过该方法将变量组合的估计频率与假设不存在依赖项时可以预测的频率进行比较。使用贝叶斯方法通过后验概率分布的方差获得显着性估计。通过将先验分布(维2〜(n-1)的Dirichlet)与一批数据融合在一起,获得后验,这也是在下一批数据到达时使用的先验分布。为了确定事件的联合概率是否与独立性假设的结果不同,“信息成分” log(p_(ij)/(P_iP_j))起着至关重要的作用,这里报道的一项主要技术贡献是有效的大数据矩阵的估计此量度的方法及其后验分布的方差。我们提出的方法从根本上讲是一种人工神经网络,称为贝叶斯置信传播神经网络(BCPNN)。我们还演示了找到复杂依赖项的有效方法。现在(1998年秋季)通常使用该方法在新的意外ADR关联上生成警告信号。

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