Description: In mathematics, a wavelet series is a representation of a square-integrable (real- or complex-valued) function by a certain orthonormal series generated by a wavelet. Nowadays, wavelet transformation is one of the most popular candidates of the time-frequency-transformations. This article provides a formal, mathematical definition of an orthonormal wavelet and of the integral wavelet transform.
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WaveletSoftware\.DS_Store
...............\afb.m
...............\afb2D.m
...............\afb2D_A.m
...............\afb3D.m
...............\AntonB.m
...............\barbara
...............\bishrink.m
...............\boat
...............\cden2.m
...............\cplxdual2D.m
...............\cplxdual2D_plots.m
...............\cplxdual3D.m
...............\cplxdual3D_plots.m
...............\cshift.m
...............\cshift2D.m
...............\cshift3D.m
...............\den2.m
...............\den3.m
...............\denC2D.m
...............\denoising_dtdwt.m
...............\denoising_dwt.m
...............\denR2D.m
...............\denS2D.m
...............\dualfilt1.m
...............\dualtree.m
...............\dualtree2D.m
...............\dualtree2D_plots.m
...............\dualtree3D.m
...............\dualtree3D_plots.m
...............\dualtree_eg1.m
...............\dualtree_eg1_makeFigure.m
...............\dwt.m
...............\dwt2D.m
...............\dwt2D_plots.m
...............\dwt3D.m
...............\dwt3D_plots.m
...............\expand.m
...............\farras.m
...............\.igures\.DS_Store
...............\.......\dualtree_eg1_figure.eps
...............\.......\dualtree_eg1_figure.png
...............\FSfarras.m
...............\icplxdual2D.m
...............\icplxdual3D.m
...............\idualtree.m
...............\idualtree2D.m
...............\idualtree3D.m
...............\idwt.m
...............\idwt2D.m
...............\idwt3D.m
...............\lena
...............\main_dtdwt.m
...............\main_dwt.m
...............\normaliz_coefcalc_dual_tree.m
...............\NORMCOEF.M
...............\nor_dualtree.mat
...............\plotwav1D.m
...............\pm.m
...............\pm4.m
...............\pm4inv.m
...............\rden2.m
...............\sfb.m
...............\sfb2D.m
...............\sfb2D_A.m
...............\sfb3D.m
...............\soft.m
...............\st.tif
...............\symextend.m
...............\tee.mat
...............\unnormcoef.m
...............\figures
WaveletSoftware
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