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A restoration method for the turbulent degraded images based on the salient edge selection and the L0 norm constraint

机译:基于显着边缘选择和L0范数约束的湍流退化图像恢复方法

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At present, the restoration of turbulent degraded images is a worldwide problem in the fields of astronomical imaging.Atmospheric turbulence is the reason why images will be blurred, which gravely interferes the object of recognition andthe detection of images. This paper presents a restoration method for the turbulent degraded images based on the imagesaliency edge selection and the L0 norm constraint, which aims to recover sharp images from the turbulent degraded images.The proposed method imposes the L0 norm sparse constraint on the latent image, and uses the method of split Bregman tosolve the problem of optimization. To avoid the influence of the tiny details on the point spread function (PSF) , we usethe image saliency algorithm to build a weighted model to select salient edges from the latent images. Based on the salientedge in the gradient domain, the proposed method establishes an estimation model of the point spread function. Thecalculation part of the point spread function is solved accurately by using the fast Fourier transform (FFT) in the frequencydomain. The proposed method uses the multi-scale pyramid strategy to alternatively solve the point spread function andthe latent images, which can obtain the final accuracy of the point spread function.
机译:目前,湍流退化图像的恢复是天文成像领域的世界性问题。 大气湍流是图像模糊的原因,严重干扰了识别和识别对象。 图像检测。本文提出了一种基于图像的湍流退化图像的复原方法。 显着性边缘选择和L0范数约束,目的是从湍流退化图像中恢复清晰图像。 所提出的方法对潜像施加了L0范数稀疏约束,并使用分裂Bregman方法 解决优化问题。为了避免小细节对点扩散函数(PSF)的影响,我们使用 图像显着性算法构建加权模型,以从潜像中选择显着边缘。基于突出 在梯度域的边缘,提出的方法建立了点扩展函数的估计模型。这 使用频率中的快速傅立叶变换(FFT)可以精确求解点扩展函数的计算部分 领域。所提出的方法使用多尺度金字塔策略来交替求解点扩散函数和 潜像,可以得到点扩散函数的最终精度。

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