k- nn分类器中动态k值的确定:文献综述

Merkourios Papanikolaou, Georgios Evangelidis, Stefanos Ougiaroglou
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引用次数: 2

摘要

其中一个广泛使用的分类算法是k-最近邻算法(k-NN)。它的流行主要是由于它的简单、有效、易于实现以及能够随时在训练集中添加新数据。然而,它的主要缺点之一是它的性能高度依赖于参数k的正确选择,即算法检查的最近邻居的数量。确定“最佳”k的最常用技术是交叉验证,因为由于k值依赖于训练数据集,因此没有选择k值的一般规则。然而,在整个数据集中选择一个固定的k值并没有考虑到它的特殊特征,比如数据分布、类分离、不平衡的类、稀疏和密集的邻域以及有噪声的子空间。到目前为止,在特定领域已经进行了大量的研究,导致了许多k-NN的变化。在本研究中,进行了全面的文献综述,以总结迄今为止在这一领域取得的所有成就。具体来说,本文提出了28种方法及其实验结果,所有这些方法都涉及动态“最佳”k选择的方法和技术。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dynamic k determination in k-NN classifier: A literature review
One of the widely used classification algorithms is k-Nearest Neighbours (k-NN). Its popularity is mainly due to its simplicity, effectiveness, ease of implementation and ability to add new data in the training set at any time. However, one of its main drawbacks is the fact that its performance is highly dependent on the proper selection of parameter k, i.e. the number of nearest neighbours that the algorithm examines. The most frequently used technique for the “best” k determination is the cross validation as there is no general rule for choosing the k value due to its dependency on the training dataset. However, selecting a fixed k value throughout the dataset does not take into account its special features, like data distribution, class separation, imbalanced classes, sparse and dense neighborhoods and noisy subspaces. A lot of research has been done to date in the specific field, leading to many k-NN variations. In the present research, a thorough literature review is conducted in order to summarize all the achievements made to date in this field. Specifically, a pool of twenty eight (28) approaches with their experimental results are presented, all concerning methods and techniques for dynamic “best” k selection.
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