Image deblurring using a pyramid-based Richardson-Lucy algorithm

Jian-Jiun Ding, Wei-De Chang, Yu Chen, Szu-Wei Fu, Chir-Weei Chang, Chuan-Chung Chang
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引用次数: 8

Abstract

In image deblurring, it is important to reconstruct images with small error, high perception quality, and less computational time. In this paper, a blurred image reconstruction algorithm, which is a combination of the Richardson-Lucy (RL) deconvolution approach and a pyramid structure, is proposed. The RL approach has good performance in image reconstruction. However, it requires an iterative process, which costs a lot of computation time, and the reconstructed image may suffer from a ringing effect. In the proposed algorithm, we decompose a blurred image from a coarse scale to a fine scale and progressively utilize the RL approach with different number of iterations for each scale. Since the number of iterations is smaller for the large scale part, the computation time can be reduced and the ringing effect caused from details can be avoided. Simulation results show that our proposed algorithm requires less computation time and has good performance in blurred image reconstruction.
使用基于金字塔的理查森-露西算法进行图像去模糊
在图像去模糊中,以小的误差、高的感知质量和较少的计算时间重建图像是非常重要的。本文提出了一种结合Richardson-Lucy (RL)反卷积方法和金字塔结构的模糊图像重建算法。RL方法在图像重建中具有良好的性能。然而,该方法需要一个迭代过程,计算时间长,并且重构后的图像可能存在环形效应。在该算法中,我们将模糊图像从粗尺度分解为细尺度,并逐步使用RL方法,每个尺度具有不同的迭代次数。由于大尺度部分的迭代次数较少,可以减少计算时间,避免细节引起的环效应。仿真结果表明,该算法计算时间短,具有较好的模糊图像重建效果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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