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基于轮廓小波的图像信号去噪算法研究 被引量:1

Denoising Algorithm of Image Signal Based on Nonsubsampled Contourlet Transform
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摘要 在非下采样Contourlet变换域中,针对憎水性图像相关特性,分析了图像有用信息与干扰噪声,提出了基于非下采样Contourlet变换复合绝缘子憎水性图像去噪算法,对变换后低频分量中含有光照不均匀成分采用B样条曲面进行近似,得到补偿后低频分量;对多分辨率多方向性带通分量中乘性噪声应用非线性扩散有选择滤波,最后对修正后系数重构。实验结果表明:与同态滤波相比,此算法不仅对憎水性图像光照不均匀部分最佳补偿,而且图像的细节、边缘信息得到有效的保留甚至加强,为后续憎水性图像分析与理解提供了良好的基础。 In the Nonsubsampled Contourlet Transform (NSCT) domain, and according to the relevant characteristics of the hydrophobic ima- ges, useful information and interference noise of the images was analyzed,with hydrophobic image denoising algorithm of composite insulator was proposed based on NSCT transform. B-splint surface approximation was used to uneven illumination composition in the low frequency. The muhiplicative noisein the band-pass multi-resolution multi-directional component was selective filtered by nonlinear diffusion. Then the modified coefficients were reconstructed finally. Compared with the homomorphic filtering, the experimental results show that:not only the best compensation of uneven illumination composition is obtained in the hydrophobic image, details and edge information of the image is effective to be retained or even strengthened. Solid foundation is provided for the follow-up of hydrophobic image analysis and understanding.
出处 《世界科技研究与发展》 CSCD 2012年第5期729-731,共3页 World Sci-Tech R&D
关键词 非下采样CONTOURLET变换 B样条曲面 非线性扩散 NSCT B-spline surface nonlinear diffusion
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参考文献11

  • 1姚静.旗于数字图像处理技术的复合绝缘子憎水性自动愉洲饽法研究[D].长沙:湖南大学,2010:7-20.
  • 2DO M N,CONTOURLETS V M. Beyond wavelels[M]. Wallham:Ac-ademic Press ,2002.
  • 3DO M N,Veuedi M.The contourlettransform i an efficient directional rnultiresolution image representation[J]. IEEE Transactionsons lrnage Processing,2005 ,14( 12) :2 091-2 106.
  • 4WU Xiaoyue,GUO Baolong.QU Shengli. A New Adaptive Image De-noising Method Combining The Nonsubsarnpled Contourlet Transform and Total Vmiation[ C]. 2009 Fifth International Conference on lnfor-marion Assurance and Security ,2009 :583-584.
  • 5ZHANG Oexiang, GAO Qingwei, WU Xiaopei, SA R Image Despeck-ling via Baye-sian Shrinkage Based on Nonsubsarnpled Contourler Transform [ C] . 20 10International Conference on Computational and Information Sciences,2010 :886-888.
  • 6CAROLINA W. Algorithms for cytoplasm segmentation of fluorescence labeled cells[ J ]. Analytical Cellular Patho.logy,2002,24:101-lll.
  • 7汪雅兰,贾振红,杨杰,庞韶宁.基于NSCT域主分量分析的遥感图像去噪方法[J].计算机工程与应用,2011,47(30):195-197. 被引量:3
  • 8李庆杨.数值分析[M].武汉:华中科技大学出版社,2006.
  • 91林立宁.Contourlet变换-影像处理应用[M].北京:科学工作者出版社,2008:60-72.
  • 10PERONA P, MALIK J. Scale space and edge detection usillg aniso-tropic diffusion[J]. [EEE PAMf,1990,12(7) :629-639.

二级参考文献9

  • 1芮挺,王金岩,沈春林,丁健.基于PCA的图像小波去噪方法[J].小型微型计算机系统,2006,27(1):158-161. 被引量:12
  • 2Donoho D L, Johhstone I M.Ideal special adaptation by wavelet shrinkage[J].Biometrika, 1994,81 (3) : 425-455.
  • 3Do M N,Vetterli M.The contourlet transform:an efficient direc- tional multiresolution image representation[J].IEEE Transactions on Image Processing,2005,14(12) :2091-2106.
  • 4Cunha A L da,Zhou J P, Do M N.The nonsubsampled contour- let transform: theory, design and applieation[J].IEEE Transactions on Image Processing,2006,15(10) :3089-3101.
  • 5Jackson J E.A users guide to principal components analysis[M]. [S.1.] : John Wiley & Sons Canada,Ltd,2003.
  • 6Wongsawat Y,Rao K R,Oraintara S.Multichannel SVD-based im- age de-noising[C]//IEEE International Symposium on Circuits and Systems(ISCAS), 2006,6056: 5990-5993.
  • 7Shenqian W, Ytmnhua Z, Daowen Z.Adaptive shrinkage denoising using neighbourhood characteristic[J].Electronics Letters,2002,38 (11) :502-503.
  • 8ZHA Yu-fei, BI Du-yan.Adaptive wavelet multithresholding for image denoising[J].Joumal of Image and Graphics,2005, 10(5): 567-570.
  • 9SUN Linli,LI Yan,ZHENG Jianming.Image denoising with con- tourlet transform based on PCA[C]//Intemational Symposium on Computer Science and Computational Technology, Shanghai, 2008, 1:31-33.

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