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针对尺度不变特征变换(Scale-invariant feature transform,SIFT)算法在关键点特征描述向量阶段计算复杂并且维数较高的现象,提出了一种基于压缩感知理论的SIFT算法.通过压缩感知理论的稀疏特征表示方法,对SIFT关键点特征向量进行提取,将高维梯度导数向量降到低维稀疏特征向量,降低了关键点描述向量维度.采用欧式距离作为关键点的相似性度量, Best-Bin-First(BBF)数据结构避免穷举,使数据的运算量大为减少.实验结果表明,新算法对存在仿射变换的医学图像配准性能优于传统SIFT算法,与当前改进型的SIFT算法相比,本文算法的实时性明显增强.

参考文献

[1] Muders, Jens;Hesser, Juergen.Stable and Robust Geometric Self-Calibration for Cone-Beam CT Using Mutual Information[J].IEEE Transactions on Nuclear Science,20141 Pt.1(1 Pt.1):202-217.
[2] 许鸿奎;江铭炎;杨明强.基于改进光流场模型的脑部多模医学图像配准[J].电子学报,2012(3):525-529.
[3] Lowe D G.Object recognition from local scale-invariant features[A].ICCV,1999:1150-1157.
[4] Lowe DG.Distinctive image features from scale-invariant keypoints[J].International Journal of Computer Vision,20042(2):91-110.
[5] Mahmoud H;Masulli F;Rovetta S.Feature-based medical image registration using a fuzzy clustering segmentation approach[A].CIBB,2012:7845-7857.
[6] Li Fangwei;Lin Pan;Lin Lin.The retinal image registration based on scale invariant feature[A].BMEI,2010:639-643.
[7] Paganelli,C.;Peroni,M.;Riboldi,M.;Sharp,G.C.;Ciardo,D.;Alterio,D.;Orecchia,R.;Baroni,G..Scale invariant feature transform in adaptive radiation therapy: A tool for deformable image registration assessment and re-planning indication[J].Physics in medicine and biology,20132(2):287-299.
[8] 王婕妤;王加俊*;张静亚.基于改进光流场和尺度不变特征变换的非刚性医学图像配准[J].电子与信息学报,2013(5):1222-1228.
[9] Xu Zhijing;Dai Huanlei;Cao Peipei.Processing of sonar image based on compressive sensing[J].Advanced Materials Research,2011301-303(2):719-723.
[10] Bing Han.Image representation by compressive sensing for visual sensor networks[J].Journal of visual communication & image representation,20104(4):P.325.
[11] Qiu Wei;Zhou Jianxiong;Zhao Hongzhong.Three-dimensional sparse turntable microwave imaging based on compressive sensing[J].IEEE GEOSCIENCE AND REMOTE SENSING LETTERS,201412(2):826-830.
[12] 陈宇恒;周建康;陈新华;季轶群;沈为民.高分辨光学压缩光谱成像方法与实验研究[J].光学学报,2014(1):107-112.
[13] 李星秀;韦志辉;肖亮;费选.非局部正则化的压缩感知图像重建算法[J].系统工程与电子技术,2013(1):196-202.
[14] 杨飒;杨春玲.基于压缩感知与尺度不变特征变换的图像配准算法[J].光学学报,2014(11):98-102.
[15] Candes E.J.;Romberg J.;Tao T..Robust uncertainty principles: exact signal reconstruction from highly incomplete frequency information[J].IEEE Transactions on Information Theory,20062(2):489-509.
[16] 方红;章权兵;韦穗.基于非常稀疏随机投影的图像重建方法[J].计算机工程与应用,2007(22):25-27.
[17] Evans A C .BrainWeb:Simulated Brain Database[OL].http://www.bic.mni.mcgill.ca/brainweb
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