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An approach to develop a hybrid algorithm based on support vector machine and Naive Bayes for anomaly detection

机译:基于支持向量机和朴素贝叶斯的异常检测混合算法的开发方法

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Anomaly detection involves way towards finding the example in the information that violates ordinary conduct. The choice of anomaly detection algorithm can to a great extent affect the undertaking of anomaly identification. The decision of abnormality revelation calculation can influence complexity and correctness of the process. The choice of anomaly recognition calculations may increase the occurrence of false alert rate, high resource usage, and may even lead to security vulnerabilities. In addition, one anomaly detection procedure can beat the other in same dataset. In this way, many anomaly detection systems can be used to merge the prediction from multiple system in order to improve the generalizability over a single estimator. In this research work, we show a weighted hybrid model utilizing Support Vector Machine and Naive Bayes for anomaly discovery, k-fold cross validation to figure the error related with corresponding model and accuracy based weight values to be used with the candidate model. The hybrid algorithm has been executed to join the result of expectation of SVM and Naive Bayes classifiers utilizing weight elements. The weights elements have been computed utilizing root mean square error of forecast as error metric. The classifier with high accuracy has been given higher weight and classifier with the lower precision has been given lower weight. The objective is to improve the performance of hybrid model than that of Support Vector Machine (SVM) and Naive Bayes.
机译:异常检测涉及在违背常规行为的信息中查找实例的方法。异常检测算法的选择会在很大程度上影响异常识别的进行。异常披露计算的决定会影响过程的复杂性和正确性。选择异常识别计算可能会增加错误警报率,高资源使用率的发生,甚至可能导致安全漏洞。另外,一个异常检测过程可以击败同一数据集中的另一个异常过程。以这种方式,许多异常检测系统可以用于合并来自多个系统的预测,以提高单个估计器的通用性。在这项研究工作中,我们展示了利用支持向量机和朴素贝叶斯进行异常发现的加权混合模型,进行了k倍交叉验证,以找出与相应模型有关的误差以及与候选模型一起使用的基于精度的权重。已经执行了混合算法,以结合使用权重元素的SVM和朴素贝叶斯分类器的期望结果。使用预测的均方根误差作为误差度量来计算权重元素。高精度分类器的权重较高,而精度较低的分类器的权重较低。目的是要比支持向量机(SVM)和朴素贝叶斯算法提高混合模型的性能。

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