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Robust reconstruction of high resolution grayscale images from a sequence of low-resolution frames (robust gray super-resolution)

机译:从一系列低分辨率帧中稳健地重建高分辨率灰度图像(稳健的灰度超分辨率)

摘要

A method for computing a high resolution gray-tone image from a sequence of low-resolution images uses an L1 norm minimization. In a preferred embodiment, the technique also uses a robust regularization based on a bilateral prior to deal with different data and noise models. This robust super-resolution technique uses the L1 norm both for the regularization and the data fusion terms. Whereas the former is responsible for edge preservation, the latter seeks robustness with respect to motion error, blur, outliers, and other kinds of errors not explicitly modeled in the fused images. This computationally inexpensive method is resilient against errors in motion and blur estimation, resulting in images with sharp edges. The method also reduces the effects of aliasing, noise and compression artifacts. The method's performance is superior to other super-resolution methods and has fast convergence.
机译:一种从低分辨率图像序列中计算高分辨率灰度图像的方法,使用L 1 范数最小化。在优选实施例中,该技术还使用基于双边的鲁棒正则化来处理不同的数据和噪声模型。这种强大的超分辨率技术将L 1 范数用于正则化和数据融合项。前者负责边缘保留,而后者则针对运动误差,模糊,离群值以及未在融合图像中明确建模的其他类型的误差寻求鲁棒性。这种计算上便宜的方法可以抵抗运动和模糊估计中的错误,从而产生具有清晰边缘的图像。该方法还减少了混叠,噪声和压缩伪影的影响。该方法的性能优于其他超分辨率方法,并且收敛速度很快。

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