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Quasi-optimal compression of noisy optical and radar images

机译:准优化压缩噪声和雷达图像

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摘要

It is often necessary to compress remote sensing (RS) data such as optical or radar images. This is needed for transmitting them via communication channels from satellites and/or for storing in databases for later analysis of, for instance, scene temporal changes. Such images are generally corrupted by noise and this factor should be taken into account while selecting a data compression method and its characteristics, in the particular, compression ratio (CR). In opposite to the case of data transmission via communication channel when the channel capacity can be the crucial factor in selecting the CR, in the case of archiving original remote sensing images the CR can be selected using different criteria. The basic requirement could be to provide such a quality of the compressed images that will be appropriate for further use (interpreting) the images after decompression. In this paper we propose a blind approach to quasi-optimal compression of noisy optical and side look aperture radar images. It presumes that noise variance is either known a priori or pre-estimated using the corresponding automatic tools. Then, it is shown that it is possible (in an automatic manner) to set such a CR that produces an efficient noise reduction in the original images same time introducing minimal distortions to remote sensing data at compression stage. For radar images, it is desirable to apply a homomorphic transform before compression and the corresponding inverse transform after decompression. Real life examples confirming the efficiency of the proposed approach are presented.
机译:通常需要压缩遥感(RS)数据,例如光学或雷达图像。这是通过来自卫星的通信信道发送和/或存储在数据库中的通信信道所需的这一点需要,以便于稍后分析场景时间变化。这种图像通常被噪声损坏,并且在选择数据压缩方法的同时应考虑该因子及其特性,特别是压缩比(CR)。在与通过通信信道的数据传输的情况相反,当信道容量可以是选择CR时的关键因素时,在归档的情况下,可以使用不同的标准选择CR。基本要求可以是提供适当的压缩图像的质量(解释)减压后的图像。在本文中,我们提出了一种盲目的方法来对嘈杂的光学和侧视孔径雷达图像的准优选压缩。它假定噪声方差是已知先验或使用相应的自动工具预先估计。然后,示出了(以自动方式)来设置这样的CR,其在原始图像中产生有效的噪声减少,同时将最小的失真引入压缩阶段的遥感数据。对于雷达图像,希望在压缩之后在压缩之前施加同态转变,并且在减压之后相应的逆变换。提供了确认提出方法效率的现实生活示例。

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