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

Results: 76-100/106

Authors: COHEN A DAUBECHIES I RON A
Citation: A. Cohen et al., HOW SMOOTH IS THE SMOOTHEST FUNCTION IN A GIVEN REFINABLE SPACE, Applied and computational harmonic analysis, 3(1), 1996, pp. 87-89

Authors: GOPINATH RA BURRUS CS
Citation: Ra. Gopinath et Cs. Burrus, SOME RESULTS IN THE THEORY MODULATED FILTER BANKS AND MODULATED WAVELET TIGHT FRAMES, Applied and computational harmonic analysis, 2(4), 1995, pp. 303-326

Authors: BREWSTER ME BEYLKIN G
Citation: Me. Brewster et G. Beylkin, A MULTIRESOLUTION STRATEGY FOR NUMERICAL HOMOGENIZATION, Applied and computational harmonic analysis, 2(4), 1995, pp. 327-349

Authors: AUSLANDER L GESHWIND F WARNER F
Citation: L. Auslander et al., RADAR WAVE-FORM DESIGN AND THE HEISENBERG-GROUP, Applied and computational harmonic analysis, 2(4), 1995, pp. 350-362

Authors: BEYLKIN G
Citation: G. Beylkin, ON THE FAST FOURIER-TRANSFORM OF FUNCTIONS WITH SINGULARITIES, Applied and computational harmonic analysis, 2(4), 1995, pp. 363-381

Authors: WALDEN J
Citation: J. Walden, SPECTRAL-ANALYSIS OF THE DIFFERENTIAL OPERATOR IN WAVELET BASES, Applied and computational harmonic analysis, 2(4), 1995, pp. 382-391

Authors: BERGER T STROMBERG JO
Citation: T. Berger et Jo. Stromberg, EXACT RECONSTRUCTION ALGORITHMS FOR THE DISCRETE WAVELET TRANSFORM USING SPLINE-WAVELETS, Applied and computational harmonic analysis, 2(4), 1995, pp. 392-397

Authors: KATEB D LEMARIERIEUSSET PG
Citation: D. Kateb et Pg. Lemarierieusset, ASYMPTOTIC-BEHAVIOR OF THE DAUBECHIES FILTERS, Applied and computational harmonic analysis, 2(4), 1995, pp. 398-399

Authors: JAFFARD S
Citation: S. Jaffard, FUNCTIONS WITH PRESCRIBED HOLDER EXPONENT, Applied and computational harmonic analysis, 2(4), 1995, pp. 400-401

Authors: KOH YW LEE SL TAN HH
Citation: Yw. Koh et al., PERIODIC ORTHOGONAL SPLINES AND WAVELETS, Applied and computational harmonic analysis, 2(3), 1995, pp. 201-218

Authors: LINA JM MAYRAND M
Citation: Jm. Lina et M. Mayrand, COMPLEX DAUBECHIES WAVELETS, Applied and computational harmonic analysis, 2(3), 1995, pp. 219-229

Authors: LONG RL CHEN DR
Citation: Rl. Long et Dr. Chen, BIORTHOGONAL WAVELET BASES ON R(D), Applied and computational harmonic analysis, 2(3), 1995, pp. 230-242

Authors: XIA XG SUTER BW
Citation: Xg. Xia et Bw. Suter, A FAMILY OF 2-DIMENSIONAL NONSEPARABLE MALVAR WAVELETS, Applied and computational harmonic analysis, 2(3), 1995, pp. 243-256

Authors: GRIPENBERG G
Citation: G. Gripenberg, APPROXIMATIONS OF WAVELET PROJECTIONS, Applied and computational harmonic analysis, 2(3), 1995, pp. 257-264

Authors: LEARNED RE WILLSKY AS
Citation: Re. Learned et As. Willsky, A WAVELET PACKET APPROACH TO TRANSIENT SIGNAL CLASSIFICATION, Applied and computational harmonic analysis, 2(3), 1995, pp. 265-278

Authors: ROCKMORE DN
Citation: Dn. Rockmore, FAST FOURIER-TRANSFORMS FOR WREATH-PRODUCTS, Applied and computational harmonic analysis, 2(3), 1995, pp. 279-292

Authors: BEYLKIN G
Citation: G. Beylkin, ON FACTORED FIR APPROXIMATION OF IIR FILTERS, Applied and computational harmonic analysis, 2(3), 1995, pp. 293-298

Authors: COIFMAN RR MEYER Y
Citation: Rr. Coifman et Y. Meyer, GAUSSIAN BASES, Applied and computational harmonic analysis, 2(3), 1995, pp. 299-302

Authors: DONOHO DL
Citation: Dl. Donoho, NONLINEAR SOLUTION OF LINEAR INVERSE PROBLEMS BY WAVELET-VAGUELETTE DECOMPOSITION, Applied and computational harmonic analysis, 2(2), 1995, pp. 101-126

Authors: MILLER E WILLSKY AS
Citation: E. Miller et As. Willsky, A MULTISCALE APPROACH TO SENSOR FUSION AND THE SOLUTION OF LINEAR INVERSE PROBLEMS, Applied and computational harmonic analysis, 2(2), 1995, pp. 127-147

Authors: RAMANATHAN J STEGER T
Citation: J. Ramanathan et T. Steger, INCOMPLETENESS OF SPARSE COHERENT STATES, Applied and computational harmonic analysis, 2(2), 1995, pp. 148-153

Authors: BATTLE G
Citation: G. Battle, SPHERICALLY HARMONIC HUYGEN WAVELETS, Applied and computational harmonic analysis, 2(2), 1995, pp. 154-159

Authors: FAVIER SJ ZALIK RA
Citation: Sj. Favier et Ra. Zalik, ON THE STABILITY OF FRAMES AND RIESZ BASES, Applied and computational harmonic analysis, 2(2), 1995, pp. 160-173

Authors: HOGAN JA LAKEY JD
Citation: Ja. Hogan et Jd. Lakey, EXTENSIONS OF THE HEISENBERG-GROUP BY DILATIONS AND FRAMES, Applied and computational harmonic analysis, 2(2), 1995, pp. 174-199

Authors: PLONKA G TASCHE M
Citation: G. Plonka et M. Tasche, ON THE COMPUTATION OF PERIODIC SPLINE-WAVELETS, Applied and computational harmonic analysis, 2(1), 1995, pp. 1-14
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