Table of contents of journal: *Applied and computational harmonic analysis

Results: 101-106/106

MULTIRESOLUTION ANALYSIS BY INFINITELY DIFFERENTIABLE COMPACTLY SUPPORTED FUNCTIONS

Authors: DYN N RON A

Citation: N. Dyn et A. Ron, MULTIRESOLUTION ANALYSIS BY INFINITELY DIFFERENTIABLE COMPACTLY SUPPORTED FUNCTIONS, Applied and computational harmonic analysis, 2(1), 1995, pp. 15-20

CONSTRUCTION OF COMPACTLY SUPPORTED SYMMETRICAL AND ANTISYMMETRIC ORTHONORMAL WAVELETS WITH SCALE=3

Authors: CHUI CK LIAN JA

Citation: Ck. Chui et Ja. Lian, CONSTRUCTION OF COMPACTLY SUPPORTED SYMMETRICAL AND ANTISYMMETRIC ORTHONORMAL WAVELETS WITH SCALE=3, Applied and computational harmonic analysis, 2(1), 1995, pp. 21-51

WAVELET ANALYSIS OVER ABELIAN-GROUPS

Authors: HOLSCHNEIDER M

Citation: M. Holschneider, WAVELET ANALYSIS OVER ABELIAN-GROUPS, Applied and computational harmonic analysis, 2(1), 1995, pp. 52-60

A SUFFICIENCY CRITERIA FOR ORTHOGONAL QMF FILTERS TO ENSURE SMOOTH WAVELET DECOMPOSITIONS

Authors: SCHWEID S SARKAR TK

Citation: S. Schweid et Tk. Sarkar, A SUFFICIENCY CRITERIA FOR ORTHOGONAL QMF FILTERS TO ENSURE SMOOTH WAVELET DECOMPOSITIONS, Applied and computational harmonic analysis, 2(1), 1995, pp. 61-67

SMOOTH REFINABLE FUNCTIONS AND WAVELETS OBTAINED BY CONVOLUTION PRODUCTS

Authors: DAHLKE S DAHMEN W LATOUR V

Citation: S. Dahlke et al., SMOOTH REFINABLE FUNCTIONS AND WAVELETS OBTAINED BY CONVOLUTION PRODUCTS, Applied and computational harmonic analysis, 2(1), 1995, pp. 68-84

FAST FOURIER-TRANSFORMS FOR NONEQUISPACED DATA .2.

Authors: DUTT A ROKHLIN V

Citation: A. Dutt et V. Rokhlin, FAST FOURIER-TRANSFORMS FOR NONEQUISPACED DATA .2., Applied and computational harmonic analysis, 2(1), 1995, pp. 85-100

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