基于图的稀疏矩阵回归二维特征选择

Junyuli, Haoliang Yuan, L. L. Lai, Houqing Zheng, W. Qian, Xiaoming Zhou
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引用次数: 0

摘要

在模式识别和图像处理中进行特征选择是很常见的。然而,传统的方法大多是将图像矩阵转换成矢量进行特征选择,没有考虑图像的空间位置。为了解决这个问题,我们提出了一种基于图的稀疏矩阵回归,用于矩阵的特征选择。我们在稀疏矩阵回归模型的目标函数中加入了一个图正则化项。这种图结构的作用是使具有相同标签的矩阵样本在变换空间中保持紧密。大量的实验结果证明了该方法的有效性。
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Graph-Based Sparse Matrix Regression for 2D Feature Selection
It is common to perform feature selection for pattern recognition and image processing. However, most of conventional methods often convert the image matrix into a vector for feature selection, which fails to consider the spatial location of image. To address this issue, we propose a graph-based sparse matrix regression for feature selection on matrix. We incorporate a graph regularization term into the objective function of the sparse matrix regression model. The role of this graph structure is to make the matrix samples sharing the same labels keep close together in the transformed space. Extensive experimental results can demenstrate the effectiveness of our proposed method.
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