Minimizing the Misclassification Rate of the Nearest Neighbor Rule Using a Two-stage Method

Yunlong Gao, Si-Zhe Luo, Jinyan Pan, Baihua Chen, Peng Gao
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Abstract

The kNN classification performance entirely depends on the selected neighbors. In the past, many nearest neighbor (NN)-based methods mainly focus on learning distance measure metrics so that a neighborhood of an approximately constant posteriori probability can be produced, whereas limited works are performed to study the influences of the distribution characteristics of each neighbor. In this paper, we point out why the best distance measurement (BDM) is sensitive to malicious samples, and then a robust best distance measurement (RBDM) is suggested to solve this problem. Moreover, we also investigated the influences of the distribution characteristics of each neighbor for the classification performance, so that a two-stage method, called weighted robust best distance measurement kNN method (WRBDMkNN), is proposed aiming to minimize the misclassification rate of the nearest neighbor rule. Extensive experiments on diversity datasets indicate that the proposed method can achieve more encouraging results compared with some state-of-the-art NN-based methods.
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用两阶段法最小化最近邻规则的误分类率
kNN分类性能完全取决于所选择的邻居。过去,许多基于最近邻(NN)的方法主要集中在学习距离度量度量,从而产生近似恒定后验概率的邻域,而对每个邻域分布特征的影响研究较少。本文指出了最佳距离测量(BDM)对恶意样本敏感的原因,并提出了一种鲁棒最佳距离测量(RBDM)来解决这一问题。此外,我们还研究了每个邻居的分布特征对分类性能的影响,从而提出了一种两阶段方法,称为加权鲁棒最佳距离测量kNN方法(WRBDMkNN),旨在最大限度地降低最近邻规则的误分类率。在多样性数据集上的大量实验表明,与一些最先进的基于神经网络的方法相比,该方法可以获得更令人鼓舞的结果。
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