Kernel neighbor density with parallel computing mechanism for anomaly detection algorithm

Abstract

Anomaly detection is an important research direction in the ๏ฌeld of data mining and industrial dataset preprocess. The paper proposed a kernel neighbor densityde๏ฌnition with parallel computing mechanism for anomaly detection algorithm. The kernel neighbor density formula calculates the density of points in high dimensional space. In our de๏ฌnition, we adopt the median operation because the breakdown point of the median is the largest possible. So thede๏ฌnition could be a very robust estimate of the data location, and parallel computing mechanism is introduced to improve the ef๏ฌciency of algorithms. We use two real datasets and three different kernel functions to evaluate the performance of algorithms. The experiment results con๏ฌrm that the presentedde๏ฌnition of kernel neighbor density improves the performance of algorithms and the Gaussian kernel function has the best effect

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