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Applying the Algorithm of Lagrange Multipliers in Digital Image Restoration

机译:拉格朗日乘子算法在数字图像复原中的应用

摘要

A method for digital image restoration, based on the algorithm of Lagrange multipliers, has many practical applications. We apply the method to remove blur in an image caused by uniform linear motion. This method assumes that linear motion corresponds to an integral number of pixels. The main contributions of the method were found on the Improvement in Signal to Noise Ration (ISNR) that have been increase significantly compared to the classic techniques, also the parameter Mean Square Error (MSE) has lower values and computational time that has been decreased considerably with respect to the other methods. We give an implementation in the MATLAB programming package.
机译:一种基于拉格朗日乘数算法的数字图像恢复方法,具有许多实际应用。我们应用该方法来消除由均匀线性运动引起的图像模糊。此方法假定线性运动对应于整数个像素。与经典技术相比,该方法的主要贡献在于改善了信噪比(ISNR),并且参数均方误差(MSE)的值较低,并且计算时间已大大减少关于其他方法。我们在MATLAB编程包中给出了一个实现。

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