Abstract :
Spectral-spatial feature combination for hyperspectral image analysis has become an important research topic in hyperspectral remote sensing applications. A simple and straightforward way to integrate spectral-spatial features is to concatenate heterogeneous features into a long vector. Then, the dimensionality reduction techniques, i.e., feature selection, are applied before subsequent utilizations. However, such representation can introduce redundancy and noise. Moreover, traditional single-feature selection methods treat different features equally and ignore their complementary properties. As a result, the performance of subsequent tasks, i.e., classification, would drop down. In this paper, we propose a novel approach to integrate the spectral-spatial features based on the concatenating strategy, termed discriminative sparse multimodal learning for feature selection (DSML-FS). In the proposed method, joint structured sparsity regularizations are used to exploit the intrinsic data structure and relationships among different features. Discriminative least squares regression is applied to enlarge the distance between classes. Therefore, the weight matrix incorporating the information of feature wise and individual properties is automatically learned for spectral-spatial feature selection. We develop an alternative iterative algorithm to solve the nonlinear optimization problem in DSML-FS with global convergence. We systematically evaluate the proposed algorithm on three available hyperspectral data sets, and the encouraging experimental results demonstrate the effectiveness of DSML-FS.
Keywords :
feature selection; geophysical image processing; hyperspectral imaging; iterative methods; learning (artificial intelligence); least squares approximations; matrix algebra; nonlinear programming; regression analysis; DSML-FS; automatic spatial-spectral feature selection; dimensionality reduction technique; discriminative least square regression; discriminative sparse multimodal learning; hyperspectral imaging; hyperspectral remote sensing application; intrinsic data structure; iterative algorithm; joint structured sparsity regularization; nonlinear optimization problem; single-feature selection method; spectral-spatial feature combination; vector; weight matrix; Feature extraction; Hyperspectral imaging; Joints; Noise; Sparse matrices; Vectors; Discriminative sparse multimodal learning; feature selection; hyperspectral classification; spectral–spatial feature; spectral???spatial feature;