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A new improved FSVM algorithm based on SVDD

机译:一种基于SVDD的改进的FSVM新算法

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摘要

SVM (Support Vector Machine) is a popular machine-based learning method, with wide applicabilityand excellent generalization performance in a large number of real-time classificationproblems.However,SVMis sensitive to the noise and outliers.As an improved algorithm based onSVM, FSVM (Fuzzy Support Vector Machine) gives the training samples different fuzzy membershipvalues in order to reduce the interference of the noise and outliers.However, like the normalSVM algorithm, the FSVM algorithm still needs to solve the problems such as how to improve theaccuracy of classification and how to accurately recognize the noise and outliers. In this paper, animprovedFSVMof data classification algorithm (IFSVM) hasbeen proposed.Firstly, this algorithmdeletes the outliers or noise based on the average density algorithm and removes them from thesamples, thus avoiding the influence of the noise to the classification accuracy. Secondly, the centersand radiuses of the two minimum hyperspheres are extracted based on the SVDD algorithm.Finally, this algorithm sets the membership function values by comparing the distance betweeneach sample and the center of the sample's hypersphere, the distance between the sample and theopposite hypersphere center, and the distance between the two hypersphere centers. In thisway,this algorithm highlights the importance of the boundary vectors,which could be support vectorsfor classification,andimproves the classification accuracy.The experimental resultsshowthat thisalgorithm has improved the anti-noise ability and the accuracy of classification when comparedwith the normal SVM algorithm and three other FSVM algorithms.
机译:支持向量机(SVM)是一种流行的基于机器的学习方法,在大量实时分类中具有广泛的适用性 r n和出色的泛化性能 r n问题,但是SVM对噪声和离群值敏感。一种基于 r nSVM的改进算法,FSVM(模糊支持向量机)为训练样本提供了不同的模糊隶属度 r n值,以减少噪声和离群值的干扰。但是,像普通 r nSVM算法一样,FSVM算法仍然需要解决诸如如何提高分类精度,如何准确识别噪声和离群值等问题。本文提出了一种改进的数据分类算法(FSS)的FSVM。首先,该算法根据平均密度算法将异常值或噪声剔除出来,并从样本中去除它们,从而避免了影响噪声对分类精度的影响。其次,基于SVDD算法提取两个最小超球面的中心 r n。 r n最后,该算法通过比较每个样本与样本中心之间的距离来设置隶属函数值。超球面,样本与非相对的超球面中心之间的距离以及两个超球面中心之间的距离。这样, r n该算法突出了边界向量的重要性,可以作为分类的支持向量,并提高了分类精度。实验结果表明,该算法提高了抗噪能力和准确性。与普通SVM算法和其他三种FSVM算法进行比较时的分类。

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