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A parameter-controlled relaxation algorithm for Bayesian restoration of images using the maximum entropy method (design, analysis, Mach band simulation and parallelization).

机译:使用最大熵方法(设计,分析,马赫带模拟和并行化)的贝叶斯图像复原的参数控制松弛算法。

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摘要

A relaxation scheme is developed for the maximum entropy method and applied to the Bayesian restoration of images. The scheme involves optimizing a system by controlling its states in sequence, using specific parameter strategies. The results evolve directly from the functional analysis of a stationary point equation derived from the Bayesian-based entropy optimization functional. The convergence behaviour of the system is characterized in terms of its state-entropy. Given a degraded input image and the degradation parameter(s), the relaxation scheme performs restoration using a numerical algorithm. For inputs degraded by Gaussian noise, it is shown that the specification of noise variance is not necessary. Using a set of criteria, the algorithm estimates the control parameters adaptively to minimize the influence of the strength of the external constraints upon the system. The algorithm also allows the user to specify a parameter to control the speed of convergence. Test studies with worst case examples demonstrate an expected behaviour of the algorithm along with the performance figures showing an improvement between 58% and 87% over the constrained lease squares approach. In a specific test study, the ME relaxation algorithm is observed to simulate the psycho-physical characteristics of Mach bands in biological visual systems. Analytical studies reveal the underlying mechanism similar to Mach's non-linear biological visual model but differs by its response-dependent basis. Test studies show new prospects for the ME method in edge detection and enhancement applications. Motivated by the results, parallelization of the restoration algorithm is attempted using two concepts of parallelism: instruction and image domain partitioning. The domain partitioning parallelism is approached with the aim of realizing a VLSI implementation based on dedicated parallel architectures. Initial implementation studies have been conducted using Myrias parallel computers, which are general purpose, MIMD (multiple instruction and multiple data stream) computers. The performance studies show optimum efficiencies of 91% with 16 processors for convolution algorithm and 78.4% with 8 processors for the maximum entropy deconvolution algorithm using the relaxation scheme.
机译:针对最大熵方法开发了一种松弛方案,并将其应用于图像的贝​​叶斯恢复。该方案包括使用特定的参数策略通过顺序控制其状态来优化系统。结果直接来自对基于贝叶斯熵优化函数的固定点方程的函数分析。系统的收敛行为以状态熵为特征。给定退化的输入图像和退化参数,松弛方案使用数值算法执行恢复。对于因高斯噪声而下降的输入,表明没有必要指定噪声方差。该算法使用一组标准来自适应地估计控制参数,以最小化外部约束的强度对系统的影响。该算法还允许用户指定参数来控制收敛速度。通过对最坏情况示例的测试研究,证明了该算法的预期行为以及性能数据,这些数据表明,与受约束的租约平方方法相比,该算法的性能提高了58%至87%。在一个特定的测试研究中,观察到ME松弛算法可以模拟生物视觉系统中马赫带的心理-生理特征。分析研究揭示了与马赫非线性生物学视觉模型相似的潜在机制,但其依赖于响应的基础有所不同。测试研究显示了ME方法在边缘检测和增强应用中的新前景。受结果的启发,尝试使用并行性的两个概念对恢复算法进行并行化:指令和图像域划分。为了实现基于专用并行体系结构的VLSI实现,尝试了域划分并行性。最初的实现研究是使用Myrias并行计算机进行的,该计算机是通用的MIMD(多指令和多数据流)计算机。性能研究表明,使用松弛方案的最大熵解卷积算法的16个处理器的最佳效率为91%,最大熵反卷积算法的88.4个处理器为78.4%。

著录项

  • 作者

    Krishnan, Kalpagam.;

  • 作者单位

    University of Alberta (Canada).;

  • 授予单位 University of Alberta (Canada).;
  • 学科 Engineering Electronics and Electrical.
  • 学位 Ph.D.
  • 年度 1990
  • 页码 236 p.
  • 总页数 236
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 老年病学;
  • 关键词

  • 入库时间 2022-08-17 11:50:38

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