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SPARSE RECONSTRUCTION METHOD BASED ON STARLET TRANSFORM FOR HIGH NOISE ASTRONOMICAL IMAGE DENOISING

机译:基于Starlet变换的高噪声天文图像去噪的稀疏重建方法

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摘要

High noise astronomical image denoising has been the bottleneck and key point in deep space exploration. Designing an effective astronomical image denoising method plays a crucial role in analyzing astronomical image details. The famous compressed sensing (CS) has been proved to be a successful technique for high dimensional signal. In this paper, CS is adopted to address the denoising problem of high noise astronomical images, and a CS recovery model and an iterative starlet shrinkage thresholding (ISST) reconstruction algorithm are put forward simultaneously. In l_1 norm CS recovery model, the internal structure of astronomical images is fully considered, which affects the result of image reconstruction. Combining l_1 norm and fractional-order total variation (FRTV), an improved CS reconstruction model is first established to preserve more astronomical image details. In this framework, an adaptive starlet thresholding operator proposed in ISST algorithm is used to select these sparse coefficients in the process of astronomical image starlet sparsity transform. Moreover, an optimized BayesShrink thresholding is developed to pick out the reconstructed astronomical image data in each iteration. The results of various experiments consistently show that the algorithm proposed can efficiently recover high quality astronomical images, and preserve more astronomical image details. Therefore, this algorithm can be applied in the ground receiving station to accurately recondstructing high quality images from high noise astronomical images.
机译:高噪声天文图像去噪是深度空间探索的瓶颈和关键点。设计有效的天文图像去噪方法在分析天文形象细节方面发挥着至关重要的作用。已被证明是着名的压缩传感(CS)是高维信号的成功技术。在本文中,采用CS解决高噪声天文图像的去噪问题,同时提出了CS恢复模型和迭代星形收缩阈值(ISST)重建算法。在L_1常态CS恢复模型中,完全考虑了天文图像的内部结构,这影响了图像重建的结果。结合L_1规范和分数顺序总变化(FRTV),首先建立改进的CS重建模型以保持更多天文图像细节。在该框架中,以ISST算法中提出的自适应石坯阈值算子用于在天文图像星状稀疏变换的过程中选择这些稀疏系数。此外,开发了优化的BayesshRink阈值阈值,以在每次迭代中拾取重建的天文图像数据。各种实验的结果一致地表明所提出的算法可以有效地恢复高质量的天文图像,并保持更多天文图像细节。因此,该算法可以应用于地接收站,以精确地从高噪声天文图像中发述高质量图像。

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