文件名称:AIWTLA
介绍说明－－下载内容均来自于网络，请自行研究使用
These are the source codes of the book, Frazier M W. "An Introduction to Wavelets Through Linear Algebra" [M]. New York: Springer, 1999. I wrote them in 2007. All the figures in the book can be reproduced by scr ipts. Enjoy it.
(系统自动生成,下载前可以参看下载内容)
下载文件列表
Fig
...\aiw02fig07.m
...\aiw04fig38.m
...\aiwfigs.m
...\aiwSeeCode.m
...\AIW_MACROS.m
...\ExplorerFrame.m
...\Figure23_P234.m
...\Figures
...\.......\Figure11-P179.fig
...\.......\Figure12-P181.fig
...\.......\Figure22-P232.fig
...\.......\Figure24-P235.fig
...\.......\Figure26-P243.fig
...\.......\Figure27-P244.fig
...\.......\Figure28-P246.fig
...\.......\Figure29-P248.fig
...\.......\Figure30-P250.fig
...\.......\Figure31-P252.fig
...\.......\Figure32-P253.fig
...\.......\Figure33-P255.fig
...\.......\Figure34-P256.fig
...\PlotFrame.m
...\PlotWaveApprox_Frazier.m
...\PlotWaveCoeff_Frazier.m
...\PlotWaveFilters.m
...\PlotWaveNLA.m
Filters
.......\db6f.m
.......\f1g1.m
.......\fftf1g1.m
.......\fftf_l0.m
.......\fftf_lk.m
.......\fftW.m
.......\fftW_Frazier.m
.......\realShannonf.m
.......\theU.m
.......\theW.m
.......\theWl.m
.......\wfilters_Frazier.m
NLA
...\cnla.m
...\nla.m
...\SortCfs.m
Signals
.......\FrazierSignals.m
Theory
......\TestCorollary3_19.m
......\TestFoldingLemma.m
Transform
.........\checkdomain.m
.........\detfirstlast.m
.........\dnsample2n.m
.........\FWT_NonRecursive.m
.........\IWT_NonRecursive.m
.........\IWT_NonRecursiveApprox.m
.........\Matrix
.........\......\FWT_NonRecurMatrix.m
.........\......\FWT_RecurMatrix.m
.........\......\getwl.m
.........\......\IWT_NonRecurMatrix.m
.........\......\IWT_RecurMatrix.m
.........\......\theDW.m
.........\......\theDW1.m
.........\......\theDW_Conv.m
.........\......\theRW.m
.........\......\theWB.m
.........\nrapprox.m
.........\nrdwt.m
.........\nridwt.m
.........\nrwavedec.m
.........\nrwaverec.m
.........\rwavedec.m
.........\rwaverec.m
.........\upsample2n.m
...\aiw02fig07.m
...\aiw04fig38.m
...\aiwfigs.m
...\aiwSeeCode.m
...\AIW_MACROS.m
...\ExplorerFrame.m
...\Figure23_P234.m
...\Figures
...\.......\Figure11-P179.fig
...\.......\Figure12-P181.fig
...\.......\Figure22-P232.fig
...\.......\Figure24-P235.fig
...\.......\Figure26-P243.fig
...\.......\Figure27-P244.fig
...\.......\Figure28-P246.fig
...\.......\Figure29-P248.fig
...\.......\Figure30-P250.fig
...\.......\Figure31-P252.fig
...\.......\Figure32-P253.fig
...\.......\Figure33-P255.fig
...\.......\Figure34-P256.fig
...\PlotFrame.m
...\PlotWaveApprox_Frazier.m
...\PlotWaveCoeff_Frazier.m
...\PlotWaveFilters.m
...\PlotWaveNLA.m
Filters
.......\db6f.m
.......\f1g1.m
.......\fftf1g1.m
.......\fftf_l0.m
.......\fftf_lk.m
.......\fftW.m
.......\fftW_Frazier.m
.......\realShannonf.m
.......\theU.m
.......\theW.m
.......\theWl.m
.......\wfilters_Frazier.m
NLA
...\cnla.m
...\nla.m
...\SortCfs.m
Signals
.......\FrazierSignals.m
Theory
......\TestCorollary3_19.m
......\TestFoldingLemma.m
Transform
.........\checkdomain.m
.........\detfirstlast.m
.........\dnsample2n.m
.........\FWT_NonRecursive.m
.........\IWT_NonRecursive.m
.........\IWT_NonRecursiveApprox.m
.........\Matrix
.........\......\FWT_NonRecurMatrix.m
.........\......\FWT_RecurMatrix.m
.........\......\getwl.m
.........\......\IWT_NonRecurMatrix.m
.........\......\IWT_RecurMatrix.m
.........\......\theDW.m
.........\......\theDW1.m
.........\......\theDW_Conv.m
.........\......\theRW.m
.........\......\theWB.m
.........\nrapprox.m
.........\nrdwt.m
.........\nridwt.m
.........\nrwavedec.m
.........\nrwaverec.m
.........\rwavedec.m
.........\rwaverec.m
.........\upsample2n.m