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四川理工学院 自动化与电子信息学院, 四川 自贡 643000
[ "陈明举(1982-),男,重庆大足人,讲师,主要从事通信信息处理方面的研究。E-mail:chenmingju@live.cn" ]
收稿日期:2013-07-24,
修回日期:2013-10-09,
网络出版日期:2013-10-15,
纸质出版日期:2014-04-25
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陈明举. 基于统计特性的非局部均值去噪算法[J]. 液晶与显示, 2014,29(3): 450-454
CHEN Ming-ju. Non-local means image denoising algorithm based on statistical property[J]. , 2014,29(3): 450-454
陈明举. 基于统计特性的非局部均值去噪算法[J]. 液晶与显示, 2014,29(3): 450-454 DOI: 10.3788/YJYXS20142903.0450.
CHEN Ming-ju. Non-local means image denoising algorithm based on statistical property[J]. , 2014,29(3): 450-454 DOI: 10.3788/YJYXS20142903.0450.
针对非局部均值滤波的权值由相似块的欧式距来确定而未考虑其受噪声影响的缺点,提出了一种权值由相似块欧式距的统计特性确定的去噪算法。该算法首先对受到高斯噪声干扰的图像相似块的欧式距建立概率分布函数,再由概率分布函数确定权值大小,从而有效地减小高斯噪声对加权系数的影响,以提高去噪性能。实验中,从主客观方面与传统非局部均值滤波进行对比分析,实验数据表明本文提出的算法峰值信噪比提高约1 dB,去除噪声的同时保留更多图像的细节信息,去噪性能更优。
In order to overcome the shortcomings that weights of traditional non-local means are only decided by similar block's Euclidean distance and the influence of noise is not considered
a novel non-local means algorithm based on statistical property of similar block's pixels is proposed. This new algorithm first obtains the probability density function of similar block's Euclidean distance by employing the prior information of the Gaussian noise
and then formulates the probabilistic weights truly reflecting the similarity between two noisy patches. In the experiments
compared with traditional non-local means algorithm from the subjective and objective
this new algorithm gains 1 dB higher peak signal noise ratio than the traditional non-local means algorithm
and removes the noise more effectively while preserving significant image details.
龚俊亮, 何昕, 魏仲慧, 等. 基于贝叶斯估计的剪切波域局部自适应图像去噪[J]. 液晶与显示, 2013,28(5):799-804. Gong J L,HE X, Wei Z H,et al.Local adaptive image denoising based on bayesian estimation in shearlet domain [J].Chinese Journal of Liquid Crystals and Displays,2013,28(5): 799-804.(in Chinese)[2] 高珊, 马艳会. 基于边缘保持的SAR图像滤波算法研究[J]. 液晶与显示, 2013,28(2): 290-294. Gao S, Ma Y H. Algorithm research of filtering for SAR images based on edges-preserving [J].Chinese Journal of Liquid Crystals and Displays,2013,28(2): 290-294.(in Chinese)[3] Buades B,Coll,Morel J M.A review of image denoising algorithms,with a new one [J].Multiscale Modeling &Simulation,2005,4(2):490-530.[4] Singer A, Shkolnisky Y, Nadler B. Diffusion interpretation of non-local neighborhood filters for signal denoising [J].SIAM Journal on Imaging Sciences,2009,2(1):118-139.[5] Vignesh R,Byung T O,Kuo C, et al.Fast non-local means computation with probabilistic early termination [J].IEEE Signal Processing Letters, 2010,17(3): 277-280.[6] Ville D, Kocher M. Sure-based non-local means [J].IEEE Signal Processing Letters,2009,16(11):973-976.[7] Mahmoudi M,Sapiro G. Fast image and video denoising via non-local means of similar neighborhoods [J].IEEE Signal Processing Letters,2005,12(12):839-842.[8] Orchard J, Ebrah M M, Wong A. Efficient non local means denoising using the SVD[C]//Proceedings of IEEE International Conference on Image Processing,California, USA: IEEE Signal Processing Society,2008:1732-1735.[9] Avanak I N, Diyyanat A, Sodagar I S. Optimum parameter estimation for non-local means image denoising using corner in formation[C]//Proceedings of the 9th International Conference on Signal Processing,Beijing, China: IEEE Press,2008: 861-863.[10] Eidrzadeh A, Avanak I N. An enhanced non local means algorithm for image denoising[C]//Proceedings of the 9th International Symposium on Signal Processing and Its Applications,Washington, DC. USA: IEEE Computer Society,2007: 1-4.[11] Wu Y, Tracey B, Noonan J.James-stein type center pixel weights for non-local means image denoising [J].IEEE Signal Processing Letters,2013,17(3): 277-280.[12] Salmon J. On two parameters for denoising with non-local means [J].IEEE Signal Processing Letters,2010,17(3): 269-272.[13] Li L C,Yu S S.Approximated distributions of the weighted sum of correlated chi-squared random variables [J].Journal of Statistical Planning and Inference,2012,142(2):457-472.
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