用于图像恢复的自举均值滤波器

C. Lam
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引用次数: 1

摘要

bootstrap均值的计算方法如下。通过对原始数据集进行随机抽样,生成人工数据集。然后计算每个人工数据集的修剪平均值。这些步骤重复许多次,以产生一组精简的均值。自举均值是这些裁剪后均值的平均值。自举均值是对真实均值的更稳健的估计,而误差的估计是通常的标准差。快速计算机的最新发展使计算自举均值成为可能。开发了一种自举均值滤波器,并使用添加随机噪声的合成数据进行了测试。与均值、中值和裁剪均值滤波器的比较表明,自举均值滤波器在去除随机噪声和保留边缘信息方面具有优越性。由于该滤波器的计算量很大,因此需要在专用硬件上实现。提出了一些备选解决方案
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The bootstrap mean filter for image restoration
A bootstrap mean is calculated as follows. An artificial data set is generated by randomly sampling the original data set. A trimmed mean is then calculated for each of the artificial data set. These steps are repeated many times to produce a set of trimmed means. The bootstrap mean is the average of these trimmed means. The bootstrap mean is a more robust estimate of the true mean and the estimation of error is the usual standard deviation. Recent advances in fast computers make it feasible to calculate the bootstrap mean. A bootstrap mean filter was developed and tested using synthetic data with random noise added. Comparisons to mean, median, and trimmed-mean filters show that the bootstrap mean filter is superior in the removal of random noise and the retention of edge information. Implementation in special purpose hardware of this filter is desirable because of its heavy computational requirement. Some candidate solutions are suggested.<>
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