图象模糊点扩散函数的求解

陈朝阳; 张桂林; 张天序

doi:10.11834/jig.19990231

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专辑

图象模糊点扩散函数的求解
A Solution for Image Blurring Point Spread Function
1999年4卷第2期页码：120
纸质出版：1999
DOI： 10.11834/jig.19990231
稿件说明：

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陈朝阳, 张桂林, 张天序. 图象模糊点扩散函数的求解[J]. 中国图象图形学报, 1999,4(2):120. DOI： 10.11834/jig.19990231.

A Solution for Image Blurring Point Spread Function[J]. Journal of Image and Graphics, 1999, 4(2): 120. DOI： 10.11834/jig.19990231.

摘要

给出了一种求解图象模糊点扩散函数的实用方法，成像系统在远处和近处对同一景物所成的两幅图象，远处像处像模糊，图象模糊点扩散函数描述了从远外像中求解远处像的转换关系，针对求解过程中的数学病态性，采用高斯函数约束枚举法进行正则化约束计算，实验表明，该方法具有抗噪声干扰能力强，运算速度快等优点。

Abstract

A practical solving method for blur point spread function of two image is proposed. In the two images that are taken for the same scene in the far space and in the near space

the far one is more blurred than the near one. The blurring point spread function expresses the relationship of two images transforming. Regarding the ill posed problems

a regulation method is given by enumerating gauss function. This method can be accomplished rapidly with the high noise condition.The experimental results are given in detail.