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A Robust Support Vector Regression Based on Fuzzy Clustering

机译:基于模糊聚类的鲁棒支持向量回归

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Support Vector Regression (SVR) has been very successful in pattern recognition, text categorization and function approximation. In real application systems, data domain often suffers from noise and outliers. When there is noise and/or outliers existing in sampling data, the SVR may try to fit those improper data and obtained systems may have the phenomenon of overfitting. In addition, the memory space for storing the kernel matrix of SVR will be increment with O (N~2), where N is the number of training data. In this paper, a robust support vector regression is proposed for nonlinear function approximation problems with noise and outliers.
机译:支持向量回归(SVR)在模式识别,文本分类和函数逼近方面非常成功。在实际的应用系统中,数据域经常遭受噪声和离群值的影响。当采样数据中存在噪声和/或离群值时,SVR可能会尝试拟合那些不合适的数据,并且所获得的系统可能会出现过拟合现象。另外,用于存储SVR内核矩阵的存储空间将以O(N〜2)递增,其中N是训练数据的数量。在本文中,针对带有噪声和离群值的非线性函数逼近问题,提出了鲁棒的支持向量回归。

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