文件名称:curvelet-usfft
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曲线波变换用于图像去噪可以很好的解决物体沿曲线边缘的特性，本算法基于USFFFT，可以更高效的进行去噪-Curvelet transform for image denoising can solve problems well along the curve edge features, the algorithm based on USFFFT, can be more efficient denoising
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下载文件列表
基于USFFT的曲波变换 1.m
A_enh_gray3_noisy.m
Adj_DetailCurveCoeff.m
Adj_Evaluate_FT.m
Adj_SeparateAngles.m
Adj_SeparateScales.m
Adj_SqueezeAngularFT.m
Adj_USFFT.m
Adj_USFT_simple.m
afdct_usfft.m
AtA.m
AtA_Toeplitz.m
ClockwisetoWENS.m
CoarseCurveCoeff.m
CoarseMeyerWindow.m
denoise.asv
denoise.m
DetailCurveCoeff.m
DetailMeyerWindow.m
Evaluate_FT.m
fdct_usfft.m
fdct_usfft_c2r.m
fdct_usfft_demo_basic.m
fdct_usfft_demo_denoise.m
fdct_usfft_demo_disp.m
fdct_usfft_demo_recon.m
fdct_usfft_dispcoef.m
fdct_usfft_param.m
fdct_usfft_path.m
fdct_usfft_pos2idx.m
fdct_usfft_r2c.m
fft_mid0.m
fft2_mid0.m
FineCurveCoeff.m
FineMeyerWindow.m
GUSFT_simple.m
GUSFT_Toeplitz.m
ifdct_usfft.m
ifft_mid0.m
ifft2_mid0.m
Inv_AtA_CG.m
Inv_CoarseCurveCoeff.m
Inv_DetailCurveCoeff.m
Inv_FineCurveCoeff.m
Inv_GUSFT_CG.m
Inv_SeparateAngles.m
Inv_USFT_Toeplitz.m
InvMeyerPartition.m
IteratedSine.m
IteratedSineWindow.m
MakeFourierDiagonal.m
MakeFourierDiagonal_2D.m
MakeONFilter.m
MakeSineWindow.m
MeyerPartition.m
reverse.m
SeparateAngles.m
SeparateScales.m
SetScaleToZero.m
SizeCoeffArray.m
softthresholded.m
SqueezeAngularFT.m
Untitled.m
Usfft 1.asv
Usfft 1.m
USFFT.m
USFT_simple.m
WENStoClockwise.m
WindowMeyer.m