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New neighborhood classifiers based on evidential reasoning

机译:基于证据推理的新邻域分类器

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Neighborhood based classifiers are commonly used in the applications of pattern classification. However, in the implementation of neighborhood based classifiers, there always exist the problems of uncertainty. For example, when one use k-NN classifier, the parameter k should be determined, which can be big or small. Therefore, uncertainty problem occurs for the classification caused by the k value. Furthermore, for the nearest neighbor (NN) classifier, one can use the nearest neighbor or the nearest centroid of all the classes, so different classification results can be obtained. This is a type of uncertainty caused by the local and global information used, respectively. In this paper, we use theory of belief function to model and manage the two types of uncertainty above. Evidential reasoning based neighborhood classifiers are proposed. It can be experimentally verified that our proposed approach can deal efficiently with the uncertainty in neighborhood classifiers.
机译:基于邻域的分类器通常用于模式分类的应用中。但是,在基于邻域的分类器的实现中,始终存在不确定性的问题。例如,当使用k-NN分类器时,应确定参数k,该参数可以大也可以小。因此,由k值引起的分类出现不确定性问题。此外,对于最近邻(NN)分类器,可以使用所有类别的最近邻或最近质心,因此可以获得不同的分类结果。这是一种不确定性,分别由使用的本地信息和全局信息引起。在本文中,我们使用信念函数理论对上述两种类型的不确定性进行建模和管理。提出了基于证据推理的邻域分类器。可以通过实验验证,我们提出的方法可以有效地处理邻域分类器中的不确定性。

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