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融合图像块低维流形特性与解析轮廓波稀疏性的压缩成像算法
引用本文:练秋生,张红卫,陈书贞,李林.融合图像块低维流形特性与解析轮廓波稀疏性的压缩成像算法[J].电子与信息学报,2012,34(1):207-212.
作者姓名:练秋生  张红卫  陈书贞  李林
作者单位:燕山大学信息科学与工程学院 秦皇岛066004
基金项目:国家自然科学基金,河北省自然科学基金
摘    要:基于图像的整体稀疏表示和图像块的局部特性,融合图像块低维流形特性和整幅图像在解析轮廓波表示下的稀疏性两种先验知识,该文提出了一种高质量压缩成像算法。该算法利用迭代硬阈值法和流形投影法重构图像。为减小运算复杂度,该文用多个线性子流形的并集来近似表示包含所有图像块的非线性流形,并根据图像块的主方向进行初始分类后再用稀疏正交变换获得各线性子空间的基。实验结果表明,该文算法的重构图像在峰值信噪比和视觉效果两方面均有显著提高。

关 键 词:图像处理    压缩感知    压缩成像    稀疏表示    流形    轮廓波
收稿时间:2011-05-05

Compressive Imaging Algorithm Combined the Low Dimensional Manifold Property of Image Patch with the Sparse Representation of Analytic Contourlet
Lian Qiu-sheng , Zhang Hong-wei , Chen Shu-zhen , Li Lin.Compressive Imaging Algorithm Combined the Low Dimensional Manifold Property of Image Patch with the Sparse Representation of Analytic Contourlet[J].Journal of Electronics & Information Technology,2012,34(1):207-212.
Authors:Lian Qiu-sheng  Zhang Hong-wei  Chen Shu-zhen  Li Lin
Affiliation:Institute of Information Science and Technology, Yanshan University, Qinhuangdao 066004, China
Abstract:Based on global sparse representation of image and local property of the patch, an efficient compressive imaging algorithm is proposed, which combined two priors: the low dimensional manifold property of local image patch and the sparse representation of analytic contourlet. The iterative hard threshold and manifold projection method are used to reconstruct images. To reduce the computational complexity, the union of a group of linear sub-manifolds is used to approximate the nonlinear manifold which tiling the whole space of patch. The initial classification is obtained based on the dominant orientation of the local image patch, then the base of every linear subspace is obtained by sparse orthogonal transform over the blocks corresponding to each class. Experimental results show that the proposed algorithm can reconstruct an image more efficiently both in the Peak Signal-to-Noise Ratio (PSNR) and visual quality than the current algorithms.
Keywords:Image processing  Compressed sensing  Compressive imaging  Sparse representation  Manifold  Contourlet
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