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An improved multiple fuzzy NNC system based on mutual information and fuzzy integral

机译:基于互信息和模糊积分的改进多模糊NNC系统

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摘要

Multiple nearest neighbor classifier system (MNNCS) is a popular method to relax the curse of dimensionality. In previous work, most of the MNNCSs are designed by random methods. Random methods may generate unstable component classifiers. In order to relax the randomness, large amount of component classifiers are needed. This paper first extends nearest neighbor classifier into fuzzy nearest neighbor classifier, and proposes a new multiple fuzzy nearest neighbor classifier system based on mutual information and fuzzy integral, called MIFI-MFNNCS. MIFI-MFNNCS adopts target perturbation. Target perturbation decomposes the original classification problem into several sub-problems, where one sub-problem represents one class data. Each sub-problem is described by the relevant data and features. Then it is classified by one component classifier. Therefore, the number of component classifiers can be fixed and reduced. For one component classifier, data may be selected according to its class. And feature is needed to be selected by mutual information. Mutual information can reduce the uncertainty of each component classifier. Feature selection by mutual information in MIFI-MFNNCS may be less affected by the interaction among different classes. The diversity decisions from sub-problem classifiers are combined by fuzzy integral to get the final decision. Here we propose a new method to compute density value according to mutual information, which is a simple method. To demonstrate the performance of the proposed MIFI-MFNNCS, we perform experimental comparisons using five UCI datasets. The results of component classifiers in MIFI-MFNNCS for Ionosphere are shown and analyzed. MIFI-MFNNCS is compared with (1) NNC (2) NNC after feature selection by mutual information (MI-FS-NNC). In multiple fuzzy nearest neighbor classifier system (MFNNCS), mutual information is compared with attribute bagging. And three combination methods are compared, including fuzzy integral, majority voting rule and average. The experimental results show that the accuracy of MIFI-MFNNCS is better than other methods. And mutual information is superior to attribute bagging. Fuzzy integral shows a better performance than majority voting rule and average.
机译:多重最近邻分类器系统(MNNCS)是放松维数诅咒的一种流行方法。在以前的工作中,大多数MNNCS是通过随机方法设计的。随机方法可能会生成不稳定的组件分类器。为了放松随机性,需要大量的组件分类器。本文首先将最近邻分类器扩展为模糊最近邻分类器,提出了一种基于互信息和模糊积分的多重模糊最近邻分类器系统,称为MIFI-MFNNCS。 MIFI-MFNNCS采用目标摄动。目标扰动将原始分类问题分解为几个子问题,其中一个子问题代表一个类数据。每个子问题均由相关数据和功能描述。然后由一个组件分类器对其进行分类。因此,可以固定和减少组件分类器的数量。对于一个组件分类器,可以根据其类别选择数据。并且需要通过相互信息来选择功能。相互信息可以减少每个组件分类器的不确定性。 MIFI-MFNNCS中通过互信息进行的特征选择可能受不同类之间交互的影响较小。来自子问题分类器的多样性决策通过模糊积分进行组合以获得最终决策。这里我们提出了一种根据互信息来计算密度值的新方法,这是一种简单的方法。为了证明所提出的MIFI-MFNNCS的性能,我们使用五个UCI数据集进行了实验比较。显示并分析了MIFI-MFNNCS中用于电离层的组件分类器的结果。通过互信息(MI-FS-NNC)选择特征后,将MIFI-MFNNCS与(1)NNC(2)NNC进行比较。在多个模糊最近邻分类器系统(MFNNCS)中,将相互信息与属性装袋进行比较。比较了模糊积分,多数表决规则和平均值三种组合方法。实验结果表明,MIFI-MFNNCS的精度优于其他方法。互信息优于属性套袋。模糊积分的表现优于多数投票规则和平均值。

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