A Blind Image Restoration Method Based on PSF Estimation

Feng-qing Qin, Jun Min, Hong-rong Guo
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引用次数: 8

Abstract

In order to improve the quality of the restored image, a blind image restoration method is proposed, by estimating the blur function of the imaging model. Firstly, the parameters of the Gaussian point spread function (PSF) of the observed image are estimated. Through Wiener filter image restoration algorithm, multiple error-parameter curves are generated at different parameters. According to these curves, the size and standard deviation of PSF may be estimated. Then, utilizing the estimated PSF, the blurred image is restored through Wiener filter. Experimental results show that this PSF estimation method can estimate the parameters of Gaussian PSF accurately, and justify the fact that PSF estimation plays an important part in image restoration. The PSNR of the restored image has the highest PSNR around the real PSF, and the PSNR decreases when the estimated PSF is far away from its real value.
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一种基于PSF估计的图像盲恢复方法
为了提高恢复图像的质量,提出了一种通过估计成像模型的模糊函数来实现图像盲恢复的方法。首先对观测图像的高斯点扩散函数(PSF)参数进行估计;通过维纳滤波图像恢复算法,在不同参数下生成多个误差参数曲线。根据这些曲线,可以估计出PSF的大小和标准差。然后,利用估计的点积函数,通过维纳滤波对模糊图像进行复原。实验结果表明,该估计方法可以准确地估计出高斯聚散函数的参数,证明了聚散函数估计在图像恢复中的重要作用。恢复图像的PSNR在真实PSF附近具有最高的PSNR,当估计PSF远离其真实值时,PSNR降低。
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