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Two stage image de-noising by SVD on large scale heterogeneous anisotropic diffused image data

机译:SVD在大规模异质各向异性扩散图像数据上的两阶段图像去噪

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摘要

De-noising of images along with the edge enhancement has always been a challenging task in large scale heterogeneous image data. This paper presents a two stage image de-noising as well as edge enhancement method where in the first stage two copies of input noisy image are created through diffusion. The first copy is got by using anisotropic diffusion method which employ optimal diffusion function while the second copy is generated to improve the sharp edges by applying the combination of inverse heat diffusion and Canny edge detector. In the next stage, the singular value decomposition is applied on the two copies achieved in first stage to reduce the noise and improve the quality of detected edges. The optimal number of significant singular values have been estimated by the analysis of signal to noise ratio of singular value decomposed images of first copy. The singular values extracted from the second copy of the diffused image are superimposed with non decreasing weights from linear weighting function. Finally the sharp edged and noise reduced output image is generated by taking the linear combination of two singular value decomposed images. The performance of the proposed method has been compared with existing methods based on singular value decomposition as well as anisotropic diffusion. The experimental results exhibit that the proposed method efficiently enhances the edges by reducing the noisy significantly.
机译:在大规模异构图像数据中,图像的降噪以及边缘增强一直是一项艰巨的任务。本文提出了一种两阶段的图像去噪和边缘增强方法,其中在第一阶段中,通过扩散创建了两个输入噪声图像的副本。第一个副本使用各向异性扩散方法获得,该方法采用了最佳扩散功能,而第二个副本则通过应用逆热扩散和Canny边缘检测器的组合生成,以改善锐利边缘。在下一阶段,将奇异值分解应用于在第一阶段中获得的两个副本,以减少噪声并提高检测到的边缘的质量。有效奇异值的最佳数量已通过分析第一张副本的奇异值分解图像的信噪比进行了估算。从扩散图像的第二个副本中提取的奇异值与线性加权函数的非递减权重叠加在一起。最终,通过对两个奇异值分解图像进行线性组合来生成锐利边缘和降噪后的输出图像。将该方法的性能与基于奇异值分解以及各向异性扩散的现有方法进行了比较。实验结果表明,所提出的方法通过显着减少噪声来有效地增强边缘。

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