LIU Shuai, LI Qi. Composite kernel support vector regression model for hyperspectral image impervious surface extraction. [J]. Journal of Remote Sensing 20(3):420-430(2016)
LIU Shuai, LI Qi. Composite kernel support vector regression model for hyperspectral image impervious surface extraction. [J]. Journal of Remote Sensing 20(3):420-430(2016) DOI: 10.11834/jrs.20165239.
Composite kernel support vector regression model for hyperspectral image impervious surface extraction
can be used as indicators for environment monitoring. Several methods have been proposed to estimate impervious surfaces by using remote sensing images.However
accurate extraction of impervious surfaces remains challenging because of the diversity of urban land covers. Thus
this paper presents an improved hyperspectral remote sensing algorithm for impervious surface extraction by combining spatial-spectral kernel and Support Vector Regression(SVR). The composite kernel support vector regression model estimates impervious surface abundance by fitting an optimal approximating hyper plane to a set of training samples. Basing on the hyperspectral image
we first extract spatial-spectral feature and then select 10% pixels as training data. Spectral features include reflectivity of each pixels
NDVI
greenness and brightness of tasseled cap transformation
soil-adjusted vegetation index
and normalized difference built-up index. Gray level co-occurrence matrix approach is employed to extract spatial features. The first and second moments are identified as effective texture measures. The window size is set as 3×3 pixels for hyperspectralimage. SVR method generally uses a single kernel. In this study
instead of using only one single kernel
spatial and spectral kernels are integrated into a kernel framework. Basic kernels include Gaussian
poly
and linear kernels. Using a linear weighted summation kernel as composite kernel combination method
we set the composite kernel SVR model in a manner that combines spatial and spectral features. The values of unknown pixels are predicted using the composite kernel SVR model. Finally
we evaluate the results of the experiments. Two accuracy indices
namely
root mean square error and coefficient of determination
are employed to assess the accuracy of impervious surface extraction. To test the performance of the composite kernel support vector regression model
we conducted experiments on simulated and real hyperspectral datasets. We also compared the performance of the proposed composite kernel SVR with single kernel SVR. On the experiment of simulation range
the root mean square error of the proposed algorithm is lower whereas than the determination coefficient is higher than those of single kernel method(1.4% and 0.6%
respectively). On the Hyperion data experiment
the root mean square error of the algorithm is lower but the determination coefficient is higher than those of single kernel method(1.8% and 11.7%
respectively. On the two kinds of hyperspectral data experiments
the proposed algorithm can obtain spatially explicit results. Furthermore
a distortion phenomenon is observed in the results of single-kernel SVR algorithm. We propose a composite kernel support vector regression model for impervious surface extraction using a hyperspectral image. The results indicate that our algorithm can effectively extract urban impervious surface and exhibits higher accuracy than the single-kernel SVR model. In our future work
we will focus on multisource remote sensing fusion through multiple kernels for impervious surface extraction.
关键词
支持向量回归空间-光谱核函数特征提取不透水面高光谱
Keywords
support vector regressionspatial-spectral kernelfeature extractionimpervious surfacehyperspectral