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Coordinate transformations for approximate LSI modeling of LSV systems, and applications to restoration

机译:LSV系统的近似LSI建模的坐标转换及其在恢复中的应用

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摘要

A method is presented for finding coordinate transformations (warpings) of "objects" and "images," related by a shift-variant linear system model, such that the warped objects and images are approximately related by a shift-invariant linear system model. Such warps have utility for inverse solutions to linear problems, in which solution times for shift-invariant systems are less than the solution times for shift-variant systems. To this end, a measure of shift-variance for sampled linear systems is proposed. This measure allows for a variability in the sampling locations, as well as separable multipliers in the object and image domains (collectively called warping parameters), so that the measure may be used as the objective function for an optimization problem. Properties of the desired solution, which includes adequate field coverage and limits on the allowable warps, are also proposed. These features are combined in a formally stated optimization problem, which will search for a set of sample locations and multipliers to minimize the shift-variance of the warped system. The performance of a number of optimization algorithms which were directed at this task are presented. Also reported are results for finding the optimal warpings for some example one-dimensional systems. Inverse solutions, using both linear and non-linear techniques, are obtained using this warping method, and these results are compared to related inverse solutions which directly perform shift-variant inversion.
机译:提出了一种方法,该方法用于找到与位移变量线性系统模型相关的“对象”和“图像”的坐标变换(翘曲),从而使变形对象和图像与位移不变线性系统模型近似相关。这样的经线可用于线性问题的逆解,其中用于变速不变系统的求解时间小于用于变速不变系统的求解时间。为此,提出了一种用于采样线性系统的位移方差的量度。该度量允许采样位置的可变性,以及对象域和图像域中的可分离乘数(统称为扭曲参数),因此该度量可用作优化问题的目标函数。还提出了所需解决方案的属性,包括足够的场覆盖范围和对允许的翘曲的限制。这些功能组合在一个正式陈述的优化问题中,该问题将搜索一组样本位置和乘数,以最大程度地减少翘曲系统的偏移。介绍了针对该任务的许多优化算法的性能。还报告了为某些示例一维系统找到最佳翘曲的结果。使用该翘曲方法获得同时使用线性和非线性技术的逆解,并将这些结果与直接执行移位变量反演的相关逆解进行比较。

著录项

  • 作者

    McNown Scott Raymond;

  • 作者单位
  • 年度 1996
  • 总页数
  • 原文格式 PDF
  • 正文语种 en_US
  • 中图分类

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