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Parallel algorithms for restoration of degraded images using Gibbs field models.

机译:使用Gibbs场模型恢复退化图像的并行算法。

摘要

In this thesis, restoration of noisy images using Markov Random Field (MRF) models for the clean images and the Maximum A Posteriori Probability (MAP) approach is considered. The degradation model is very general, in that it incorporates (a) additive and multiplicative random noise, (b) nonlinear distortion and (c) focus blur. Several algorithms are derived for restoration purposes, depending on the a priori information about the nature of degradations. These algorithms will allow for a very efficient implementation to obtain the restored images, also a general restoration algorithm has been developed for the case when the image has been corrupted by all the different components of the degradation. The algorithm was tested on a class of images representing: (1) Images ranging from binary (two levels) to continuous grey scale. (2) Degradation ranging from simple additive noise to the general degradation including additive/multiplicative noise, focus blur and nonlinear distortion. Test results indicate both the feasibility as well as the robustness of the algorithms. Finally, it is shown that the algorithms lend themselves to efficient hardware implementation, using SIMD/MIMD architecture as well as the more modern parallel architecture.Dept. of Electrical and Computer Engineering. Paper copy at Leddy Library: Theses u26 Major Papers - Basement, West Bldg. / Call Number: Thesis1989 .E543. Source: Dissertation Abstracts International, Volume: 50-03, Section: B, page: 1058. Thesis (Ph.D.)--University of Windsor (Canada), 1989.
机译:本文考虑了使用马尔可夫随机场(MRF)模型对干净图像和最大后验概率(MAP)方法恢复噪声图像。降级模型非常笼统,因为它包含(a)加性和乘性随机噪声,(b)非线性失真和(c)焦点模糊。根据有关降级性质的先验信息,为恢复目的导出了几种算法。这些算法将允许非常有效的实现来获取还原的图像,并且针对图像已被降级的所有不同组件破坏的情况,还开发了一种通用的还原算法。该算法在代表以下图像的一类图像上进行了测试:(1)图像范围从二进制(两个级别)到连续灰度。 (2)降级范围从简单的加性噪声​​到包括加/乘性噪声,聚焦模糊和非线性失真的一般降级。测试结果表明了算法的可行性和鲁棒性。最后,证明了算法可以使用SIMD / MIMD体系结构以及更现代的并行体系结构来实现高效的硬件实现。电气和计算机工程系。莱迪图书馆的纸质副本:论文主要论文-西楼地下室。 /电话号码:Thesis1989 .E543。资料来源:国际论文摘要,第50卷,第B节,第1058页。论文(博士学位)-温莎大学(加拿大),1989年。

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