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Support Vectors Classification Method Based on Matrix Exponent Boundary Fisher Projection

机译:基于矩阵指数边界菲舍尔投影的支持向量分类方法

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Boundary Fisher analysis is a supervised dimension reduction method, the original data characteristics are preserved after dimension reduction, but singularity of matrix is involved in data optimization. By boundary Fisher thought, support vectors classification method based on matrix exponent boundary Fisher projection is proposed. In the process of Fisher optimization, the inverse matrix is transformed into the matrix exponent inverse matrix, and solve singularity problem of Fisher optimization, then obtain the optical projection matrix, the original training samples are projected to the low dimension space, which are used to train support vector machine(SVM). Experiments on two artificial data sets and UCI standard data set show that the proposed method can solve singularity problem, especially in the small samples.
机译:边界Fisher分析是一种有监督的降维方法,降维后保留了原始数据的特征,但是数据的优化涉及矩阵的奇异性。基于边界Fisher思想,提出了基于矩阵指数边界Fisher投影的支持向量分类方法。在Fisher优化过程中,将逆矩阵转化为矩阵指数逆矩阵,解决Fisher优化的奇异性问题,然后得到光学投影矩阵,将原始训练样本投影到低维空间,用于火车支持向量机(SVM)。在两个人工数据集和UCI标准数据集上进行的实验表明,该方法可以解决奇异性问题,特别是在小样本中。

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