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fdct_usfft_matlab

于 2014-12-30 发布 文件大小:171KB
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代码说明:

  Curvelet变换是最近图像处理较新的一种多尺度几何变换算法,有详细的快速变换fdct_usfft的matlab代码(Curvelet transform is the latest image processing a multiscale geometric transform algorithm is relatively new, there is a rapid transformation of fdct_usfft with the matlab code)

文件列表:

fdct_usfft_matlab
.................\afdct_usfft.m,952,2007-09-27
.................\CurveCoeff
.................\..........\Adj_DetailCurveCoeff.m,915,2007-09-27
.................\..........\Adj_SeparateAngles.m,2005,2007-09-27
.................\..........\Adj_SeparateScales.m,1617,2007-09-27
.................\..........\AtA.m,538,2007-09-27
.................\..........\AtA_Toeplitz.m,1156,2007-09-27
.................\..........\CoarseCurveCoeff.m,799,2007-09-27
.................\..........\DetailCurveCoeff.m,1639,2007-09-27
.................\..........\FineCurveCoeff.m,733,2007-09-27
.................\..........\Inv_AtA_CG.m,1872,2007-09-27
.................\..........\Inv_CoarseCurveCoeff.m,439,2007-09-27
.................\..........\Inv_DetailCurveCoeff.m,1025,2007-09-27
.................\..........\Inv_FineCurveCoeff.m,453,2007-09-27
.................\..........\Inv_SeparateAngles.m,1020,2007-09-27
.................\..........\MakeFourierDiagonal_2D.m,1327,2007-09-27
.................\..........\SeparateAngles.m,3516,2007-09-27
.................\..........\SeparateScales.m,2072,2007-09-27
.................\..........\SetScaleToZero.m,696,2007-09-27
.................\fdct_usfft.m,1852,2014-05-07
.................\fdct_usfft_c2r.m,381,2007-09-27
.................\fdct_usfft_demo_basic.m,1264,2007-09-27
.................\fdct_usfft_demo_denoise.m,2807,2014-05-07
.................\fdct_usfft_demo_disp.m,1498,2007-09-27
.................\fdct_usfft_demo_recon.m,1319,2007-09-27
.................\fdct_usfft_dispcoef.m,1539,2007-09-27
.................\fdct_usfft_param.m,4084,2007-09-27
.................\fdct_usfft_path.m,985,2007-09-27
.................\fdct_usfft_pos2idx.m,874,2007-09-27
.................\fdct_usfft_r2c.m,314,2007-09-27
.................\ifdct_usfft.m,1145,2007-09-27


.................\Useless
.................\USFFT
.................\.....\Adj_Evaluate_FT.m,1629,2007-09-27
.................\.....\Adj_USFFT.m,1556,2007-09-27
.................\.....\Adj_USFT_simple.m,1400,2007-09-27
.................\.....\Evaluate_FT.m,1670,2007-09-27
.................\.....\GUSFT_simple.m,816,2007-09-27
.................\.....\GUSFT_Toeplitz.m,796,2007-09-27
.................\.....\Inv_GUSFT_CG.m,2162,2007-09-27
.................\.....\Inv_USFT_Toeplitz.m,1351,2007-09-27
.................\.....\MakeFourierDiagonal.m,1095,2007-09-27
.................\.....\USFFT.m,1504,2007-09-27
.................\.....\USFT_simple.m,1414,2007-09-27
.................\Utilities
.................\.........\Adj_SqueezeAngularFT.m,639,2007-09-27
.................\.........\ClockwisetoWENS.m,729,2007-09-27
.................\.........\fft2_mid0.m,449,2007-09-27
.................\.........\fft_mid0.m,474,2007-09-27
.................\.........\ifft2_mid0.m,300,2007-09-27
.................\.........\ifft_mid0.m,461,2007-09-27
.................\.........\reverse.m,295,2007-09-27
.................\.........\SizeCoeffArray.m,701,2007-09-27
.................\.........\SqueezeAngularFT.m,867,2007-09-27
.................\.........\WENStoClockwise.m,810,2007-09-27
.................\Windows
.................\.......\IteratedSine
.................\.......\............\IteratedSine.m,582,2007-09-27
.................\.......\............\IteratedSineWindow.m,463,2007-09-27
.................\.......\............\MakeSineWindow.m,498,2007-09-27
.................\.......\Meyer
.................\.......\.....\CoarseMeyerWindow.m,1007,2007-09-27
.................\.......\.....\DetailMeyerWindow.m,1092,2007-09-27
.................\.......\.....\FineMeyerWindow.m,996,2007-09-27
.................\.......\.....\InvMeyerPartition.m,1586,2007-09-27
.................\.......\.....\MeyerPartition.m,1530,2007-09-27
.................\.......\.....\WindowMeyer.m,1170,2007-09-27

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