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string(5) " 2531" [4]=> string(21) " 2004-04-01 04:21:5 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(49) " det(Hessian) and Ridge 特征点检测\convsep.m" [3]=> string(4) " 300" [4]=> string(21) " 2003-10-24 07:59:5 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(47) " det(Hessian) and Ridge 特征点检测\crop2.m" [3]=> string(4) " 107" [4]=> string(21) " 2002-03-23 23:13:4 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(57) " det(Hessian) and Ridge 特征点检测\drawellipse_cov.m" [3]=> string(4) " 573" [4]=> string(21) " 2003-08-17 18:52:1 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(48) " det(Hessian) and Ridge 特征点检测\dxmask.m" [3]=> string(4) " 287" [4]=> string(21) " 2002-03-23 23:13:4 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(49) " det(Hessian) and Ridge 特征点检测\dxxmask.m" [3]=> string(4) " 295" [4]=> string(21) " 2002-03-23 23:13:4 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(51) " det(Hessian) and Ridge 特征点检测\dxxxxmask.m" [3]=> string(3) " 65" [4]=> string(21) " 2002-03-23 23:13:4 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(51) " det(Hessian) and Ridge 特征点检测\dxxyymask.m" [3]=> string(3) " 65" [4]=> string(21) " 2002-03-23 23:13:4 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(49) " det(Hessian) and Ridge 特征点检测\dxymask.m" [3]=> string(3) " 59" [4]=> string(21) " 2002-03-23 23:13:4 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(48) " det(Hessian) and Ridge 特征点检测\dymask.m" [3]=> string(4) " 288" [4]=> string(21) " 2002-03-23 23:13:4 " } array(5) { [0]=> string(32) 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string(61) " det(Hessian) and Ridge 特征点检测\images\jinhua_pre.png" [3]=> string(7) " 218865" [4]=> string(21) " 2011-02-18 21:23:5 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(68) " det(Hessian) and Ridge 特征点检测\images\subject01_happy_a.tif" [3]=> string(6) " 82352" [4]=> string(21) " 2003-10-24 07:37:3 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(53) " det(Hessian) and Ridge 特征点检测\intpointdet.m" [3]=> string(5) " 4467" [4]=> string(21) " 2003-10-24 08:28:5 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(47) " det(Hessian) and Ridge 特征点检测\ipoints" [3]=> string(2) " 0" [4]=> string(21) " 2013-11-20 09:49:1 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(92) " det(Hessian) and Ridge 特征点检测\ipoints\ipoints_car1-066-153_ptype1_scshapeadapt.mat" [3]=> string(7) " 149112" [4]=> string(21) " 2003-10-24 07:37:4 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(92) " det(Hessian) and Ridge 特征点检测\ipoints\ipoints_car1-068-180_ptype1_scshapeadapt.mat" [3]=> string(7) " 157200" [4]=> string(21) " 2003-10-24 07:37:4 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(97) " det(Hessian) and Ridge 特征点检测\ipoints\ipoints_subject01_happy_a_ptype1_scshapeadapt.mat" [3]=> string(7) " 136664" [4]=> string(21) " 2003-10-24 07:37:4 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(49) " det(Hessian) and Ridge 特征点检测\locmax8.m" [3]=> string(5) " 1104" [4]=> string(21) " 2002-02-21 01:57:5 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(52) " det(Hessian) and Ridge 特征点检测\lscript11a.m" [3]=> string(4) " 821" [4]=> string(21) " 2003-08-18 17:27:5 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(52) " det(Hessian) and Ridge 特征点检测\lscript11b.m" [3]=> string(5) " 1023" [4]=> string(21) " 2003-08-19 01:45:2 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(56) " det(Hessian) and Ridge 特征点检测\lscript11batch.m" [3]=> string(5) " 1946" [4]=> string(21) " 2003-09-15 23:15:5 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(56) " det(Hessian) and Ridge 特征点检测\mydiscgaussfft.m" [3]=> string(4) " 882" [4]=> string(21) " 2003-03-23 15:02:3 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(45) " det(Hessian) and Ridge 特征点检测\pad.m" [3]=> string(4) " 359" [4]=> string(21) " 1996-01-11 18:43:3 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(50) " det(Hessian) and Ridge 特征点检测\quaddemo.m" [3]=> string(4) " 801" [4]=> string(21) " 2003-10-24 08:27:4 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(62) " det(Hessian) and Ridge 特征点检测\showellipticfeatures.m" [3]=> string(4) " 551" [4]=> string(21) " 2003-09-15 22:39:5 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(50) " det(Hessian) and Ridge 特征点检测\showgray.m" [3]=> string(5) " 1102" [4]=> string(21) " 2002-03-23 23:13:5 " } array(5) { [0]=> string(32) "affintpoints--仿射不变Harris" [1]=> string(10) " Laplacian" [2]=> string(50) " det(Hessian) and Ridge 特征点检测\showgrey.m" [3]=> string(5) " 2029" [4]=> string(21) " 2002-03-23 23:13:5 " } affintpoints 联合开发网 - pudn.com
affintpoints

所属分类:图形图像处理
开发工具:matlab
文件大小:880KB
下载次数:31
上传日期:2014-09-02 19:48:27
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说明:  仿射不变Harris, Laplacian, det(Hessian) and Ridge 特征点检测 参考文献:An affine invariant interest point detector , K.Mikolajczyk and C.Schmid, ECCV 02, pp.I:128-142.
(Matlab code for detecting Affine spatial interest points. Includes Harris, Laplacian, det(Hessian) and Ridge interest point operators in combination with spatial scale selection based on the extrema of scale-normalized Laplacian and affine adaptation basen on second-moment matrix. Scale and shape adaptation are optional and disjoint. Zip archive: affintpoints.zip Ref: An affine invariant interest point detector , K.Mikolajczyk and C.Schmid, ECCV 02, pp.I:128-142. What is in the package: 1) ineterst point detection of different kinds (Harris, Laplace, det(H), Ridge) 2) scale, shape and position adaptation procedure 3) demo examples and a script for batch-mode computation and saving of the results what is not in the package: - no rotation estimation - no region descriptor computation)

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