利用线性预测与查表法的高光谱图像压缩
宋金伟; 张忠伟; 陈晓敏
刊名光学精密工程
2013
卷号21期号:8页码:2201-2208
关键词超光谱图像 无损压缩 线性预测 多谱带查表法 Yule-Walker方程 Levinson算法
ISSN号1004-924X
其他题名Hyperspectral Imagery Compression via Linear Prediction and Lookup Tables
通讯作者songjinwei1983@gmail.com ; zhweizh@nssc.ac.cn ; chenxm@nssc.ac.cn
中文摘要提出了一种线性预测和多谱带查表相结合的高光谱图像无损压缩算法。首先,根据高光谱图像谱带间具有强相关性的特点,建立基于Yule-Walker方程的线性预测模型,其中方程系数矩阵为非Toeplitz形式的对称矩阵,需要使用改进的Levinson算法进行求解。其次,针对校正后的高光谱图像具有稀疏直方图的特点,提出了多谱带查表法,对线性预测的结果进行修正,去除这些图像中因校正引起的信息冗余,而对未校正图像,则不使用该步骤处理。最后,使用熵编码器对预测误差进行编码。分别使用自适应算术编码和Golomb-Rice编码作为熵编码器进行了测试,结果表明:本文算法具有较高的压缩比,压缩效果好于国际空间数据系统咨询委员会(CCSDS)的标准算法。
英文摘要A lossless compression scheme consisting of a linear prediction and multiband lookup tables was proposed to compress the airborne hyperspectral imagery efficiently. Firstly, based on the Yule-Walker equation, a linear prediction model whose equation coefficient matrix is a non-Toeplitz type covariance matrix and it should be solved by an extension form of Levinson algorithm was established by exploiting the strong correlation of spectral bands of hyperspectral imagery. Then, a multiband lookup table algorithm was adopted to refine the prediction result based on the calibrated hyperspectral imagery containing a sparse histogram induced by calibration techniques, however, for the uncalibrated imagery, the multiband lookup tables could be neglected. Finally, the prediction residuals were sent to the entropy encoder. In the experiment, the Adaptive Arithmetic Code and Golomb-Rice Code were both tested as the entropy encoder. The experimental results show that the proposed scheme has a higher compression ratio and the compression effect is better than that of the standard from Consultative Committee for Space Data System(CCSDS).
收录类别EI ; CSCD
语种中文
CSCD记录号CSCD:4917260
内容类型期刊论文
源URL[http://ir.nssc.ac.cn/handle/122/4949]  
专题国家空间科学中心_空间技术部
推荐引用方式
GB/T 7714
宋金伟,张忠伟,陈晓敏. 利用线性预测与查表法的高光谱图像压缩[J]. 光学精密工程,2013,21(8):2201-2208.
APA 宋金伟,张忠伟,&陈晓敏.(2013).利用线性预测与查表法的高光谱图像压缩.光学精密工程,21(8),2201-2208.
MLA 宋金伟,et al."利用线性预测与查表法的高光谱图像压缩".光学精密工程 21.8(2013):2201-2208.
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