内容

目次

Orthogonal wavelets; daubechies' scaling function on (0.3), D. Pollen;wavelet matrices and the representation of discrete functions, P.N.Heller, et al; wavelets and generalized functions, G.G. Walter;semi-orthogonal and nonorthogonal wavelets; cardinal splineinterpolation and teh block spin construction of wavelets, G. Battle;polynomial splines and wavelets - a signal processing perspective, M.Unser and A. Aldroubi; biorthogonal wavelets, A. Cohen; nonorthogonalmultiresolution analysis using wavelets, J.C. Feauveau; wavelet-likelocal bases; wavelets and other bases for fast numerical linearalgebra, B.K. Alpert; wavelets with boundary conditions on theinterval, P. Aushcer; local sine and cosine bases of coifman and meyerand the construction of smooth wae-lets, P. Auscher, et al; someelementary properties of multiresolution analysis of L2 (Rn), W.R.Madych; multi-dimensional two-scale dilation equations, M.A. Berger andY. Wang; multivariate wavelets; short-time fourier and window-radontransforms, J. Stockler; gabor wavelets and the heisenberg group, H.G.Feichtinger and K. Grochenig; gabor expansions and short time fouriertransform from the group theoetical point of view; windowed radontransforms, analytic signals and the wave equation theory of samplingand interpolation, G. Kaiser and R.F. Streater; irregular sampling andframes, J.J. Benedetto; families of wavelet tranforms in connectionswith Shannon's sampling theory and the gabor tranform, A.Aldroubi andM. Unser; wavelets in H2(R), K. Seip; sampling, interpolation and phasespace density; applications to numerical analysis and signalprocessing; orthonormal wave-lets, analysis of operators andapplications to numerical analysis, S. Jaffard and Ph. Laurencot;wavelet transforms and filter banks, R.A. Gopinath and C.S. Burrus;second generation compact image coding with wavelets, J. Froment and S.Mallat; acoustic signal compression with wavelet packets, M.V.Wickerhauser.