文件名称:multiwavelet
介绍说明－－下载内容均来自于网络，请自行研究使用
多小波变换的源码，比单小波变换具有更好的性质，例如可同时具有对称性和正交性
(系统自动生成,下载前可以参看下载内容)
下载文件列表
压缩包 : 45666026multiwavelet.rar 列表 multiwavelet\birthday.mat multiwavelet\boats.mat multiwavelet\camera.mat multiwavelet\coef.m multiwavelet\coef_dcov1D.m multiwavelet\coef_dcov2D.m multiwavelet\coef_prep.m multiwavelet\coef_thadj.m multiwavelet\comp_lenna256_bih52sbih5ap_1024.ps multiwavelet\comp_lenna256_bih52sbih5ap_10240.ps multiwavelet\comp_lenna256_clclap_1024.ps multiwavelet\Copyright.txt multiwavelet\covm1D_appe.m multiwavelet\covm1D_rrpe.m multiwavelet\dec1D_pe.m multiwavelet\dec2D_pe.m multiwavelet\example1D.m multiwavelet\keepnlarge.m multiwavelet\lenna256.mat multiwavelet\multiplot.m multiwavelet\MWMP.README multiwavelet\MWMP_list.m multiwavelet\postp1D_appe.m multiwavelet\postp1D_rr.m multiwavelet\postp2D_appe.m multiwavelet\postp2D_rr.m multiwavelet\prep1D_appe.m multiwavelet\prep1D_rr.m multiwavelet\prep2D_appe.m multiwavelet\prep2D_rr.m multiwavelet\rec1D_pe.m multiwavelet\rec2D_pe.m multiwavelet\simpcomp2D.m multiwavelet\th2D.m multiwavelet\thresh.m multiwavelet\thresh_decor1D.m multiwavelet\thresh_decor2D.m multiwavelet\thresh_vec1D.m multiwavelet\thresh_vec2D.m multiwavelet\th_my_image_noisy_2.ps multiwavelet\transop.m multiwavelet\UPZJ2.mat multiwavelet