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Nearest Neighbor Method Based on Local Distribution for Classification

机译:基于局部分布的最近邻分类方法

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The k-nearest-neighbor (kNN) algorithm is a simple but effective classification method which predicts the class label of a query sample based on information contained in its neighborhood. Previous versions of kNN usually consider the k nearest neighbors separately by the quantity or distance information. However, the quantity and the isolated distance information may be insufficient for effective classification decision. This paper investigates the kNN method from a perspective of local distribution based on which we propose an improved implementation of kNN. The proposed method performs the classification task by assigning the query sample to the class with the maximum posterior probability which is estimated from the local distribution based on the Bayesian rule. Experiments have been conducted using 15 benchmark datasets and the reported experimental results demonstrate excellent performance and robustness for the proposed method when compared to other state-of-the-art classifiers.
机译:k最近邻(kNN)算法是一种简单但有效的分类方法,它基于包含在其邻域中的信息来预测查询样本的类别标签。以前的kNN版本通常根据数量或距离信息分别考虑k个最近的邻居。但是,数量和孤立距离信息可能不足以进行有效的分类决策。本文从局部分布的角度研究了kNN方法,并在此基础上提出了kNN的改进实现。所提出的方法通过将查询样本分配给具有最大后验概率的类来执行分类任务,该后验概率是根据贝叶斯规则从局部分布估计的。已使用15个基准数据集进行了实验,与其他最新分类器相比,所报告的实验结果证明了该方法的出色性能和鲁棒性。

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