维纳滤波器
维纳反褶积
滤波器(信号处理)
图像复原
噪音(视频)
计算机视觉
计算机科学
核自适应滤波器
高斯噪声
数学
滤波器设计
根升余弦滤波器
均方误差
最小均方误差
人工智能
算法
图像(数学)
图像处理
统计
盲反褶积
反褶积
估计员
作者
Jingda Zhu,Zhe Wang,Qi Tang
标识
DOI:10.1109/iccect57938.2023.10141265
摘要
In the process of image acquisition, the final acquired image is always accompanied by dynamic blurring and noise. This article describes the image degradation process as a degradation system. The original image function is first convolved with Point Spread Function (PSF) to simulate the motion blur process, and then Gaussian white noise is added to obtain the final degraded image. For degraded images, this article discusses how to use the Wiener filter and constrained least square filter to restore the image. The Wiener filter uses the minimum mean square error as a criterion for recovery while the least square filter uses the least square criterion for recovery. On the premise of accurately grasping the degradation function and the statistical information of the original picture and noise, the Wiener filter can have a better restoration effect. When only the information about the mean value and variance of the noise is grasped, the constrained least square filtering method can be used to obtain a better restoration effect.
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