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SINGLE-IMAGE SUPER RESOLUTION AND DENOISING USING MULTIPLE WAVELET DOMAIN SPARSITY

机译:单图像超分辨率和使用多小波域稀疏性进行降噪

摘要

A computer-implemented method of enhancing images includes receiving one or more observed images, identifying wavelet bases, and determining a downsampling operator. A noise variance value is estimated and used to select a tuning parameter. A blurring kernel is estimated based on one or more system calibration parameter and used to determine a low-pass blurring filter operator. A cost function is created which generates one or more denoised super-resolution images based on the observed images and the plurality of wavelet bases. The cost function may include, for example, a sparsity inducing norm applied to the plurality of wavelet bases (with the tuning parameter applied to the sparsity inducing norm) and a constraint requiring the one or more denoised super-resolution images to be equal to a result of applying the low-pass blurring filter operator and the downsampling operator to the one or more denoised super-resolution images. The one or more denoised super-resolution images are generated by minimizing this cost function.
机译:一种计算机实现的增强图像的方法,包括:接收一个或多个观察到的图像;识别小波基;以及确定下采样算子。估计噪声方差值并将其用于选择调整参数。基于一个或多个系统校准参数估计模糊核,并将其用于确定低通模糊滤波器算子。创建成本函数,其基于观察到的图像和多个小波基生成一个或多个去噪的超分辨率图像。成本函数可包括例如应用于多个小波基的稀疏诱导范数(将调整参数应用于稀疏诱导范数)和约束,该约束要求一个或多个去噪超分辨率图像等于α。将低通模糊滤波器运算符和下采样运算符应用于一个或多个降噪的超分辨率图像的结果。通过最小化该成本函数来生成一个或多个降噪的超分辨率图像。

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