Application of Naive Bayes dichotomizer supported with expected risk and discriminant functions in clinical decisions — Case study

A. Pratap, C. Kanimozhiselvi
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引用次数: 11

Abstract

In this paper, a case study on the application of Naïve Bayes dichotomizer in clinical decision supporting systems is described. The case study is about the diagnosis of the possibility of having Pervasive Developmental Disorder (PDD) in a child. The age group selected for the study is in between 2 and 3 years. Pervasive developmental Disorder is a neuro disorder that affects the social functioning, behavioural functioning and communication in a child. Conventional diagnosis is based on the scores obtained on checklists like DSM-IV Criteria. As Bayesian reasoning uses probability inferences, it is usually applied on decision making systems. Here for the study a Naive Bayes probabilistic dichotomizer was implemented. This dichotomizer calculates the most probable output depending on the inputs given to it, by applying the Bayes rule. Since the classifier is considering only two classes, the classifier is called as dichotomizer. The minimum expected risk and positive discriminant functions are also calculated, which again supports the decision of Naive Bayes dichotomizer. Implementation of Maximum A Priori Hypothesis and Maximum Likelihood Hypothesis are also discussing on the case study for a comparison. The main goal of this research work was to study the application of some probabilistic reasoning techniques in clinical decision supporting systems, where classification is more important. Based on the implementation of our case study, the findings shown that Naive Bayes dichitomizer supported with minimum expected risk and positive discriminant function, classifies correctly in clinical decision supporting systems.
期望风险和判别函数支持的朴素贝叶斯二分类器在临床决策中的应用-案例研究
本文介绍了Naïve贝叶斯二分类器在临床决策支持系统中的应用实例。该案例研究是关于儿童患有广泛性发育障碍(PDD)的可能性的诊断。研究选择的年龄组在2到3岁之间。广泛性发育障碍是一种影响儿童社会功能、行为功能和沟通的神经障碍。传统的诊断是基于像DSM-IV标准这样的检查表上获得的分数。由于贝叶斯推理使用概率推理,因此通常应用于决策系统。这里的研究实现了朴素贝叶斯概率二分类器。该二分类器通过应用贝叶斯规则,根据给定的输入计算最可能的输出。由于分类器只考虑两个类,因此该分类器被称为二分类器。计算了最小期望风险和正判别函数,再次支持朴素贝叶斯二分类器的决策。最大先验假设和最大似然假设的实现也进行了讨论,并对案例进行了比较研究。本研究工作的主要目标是研究一些概率推理技术在临床决策支持系统中的应用,其中分类更为重要。基于本案例研究的实施,研究结果表明,朴素贝叶斯二分类器支持最小期望风险和正判别函数,在临床决策支持系统中分类正确。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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