Fundamental papers in wavelet theory:
Gespeichert in:
| Format: | Buch |
|---|---|
| Sprache: | English French German |
| Veröffentlicht: |
Princeton [u.a.]
Princeton Univ. Press
2006
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| Schlagworte: | |
| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | XVI, 878 S. Ill., graph. Darst. |
| ISBN: | 9780691127057 9780691114538 0691114536 0691127050 |
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| adam_text | FUNDAMENTAL PAPERS IN WAVELET THEORY EDITED BY CHRISTOPHER HEIL AND
DAVID F. WALNUT PRINCETON UNIVERSITY PRESS PRINCETON AND OXFORD CONTENTS
CONTRIBUTOR AFFILIATIONS IX PREFACE: CHRISTOPHER HEIL AND DAVID F.
WALNUT XIII ACKNOWLEDGMENTS XIV FOREWORD: INGRID DAUBECHIES XV
INTRODUCTION: JOHN J. BENEDETTO 1 SECTION I. PRECURSORS IN SIGNAL
PROCESSING INTRODUCTION: JELENA KOVACEVIC 23 1. PETER J. BURT AND EDWARD
H. ADELSON, THE LAPLACIAN PYRAMID AS A COMPACT IMAGE CODE, IEEE TRANS.
COMMUN., 31 (1983), 532-540. 28 2. R. E. CROCHIERE, S. A. WEBBER,, AND
J. L. FLANAGAN, DIGITAL CODING OF SPEECH IN SUB-BANDS, BELL SYSTEM
TECHNICAL J., 55 (1976), 1069-1085. 37 3. D. ESTEBAN AND C. GALAND,
APPLICATION OF QUADRATURE-MIRROR FILTERS TO SPLIT-BAND VOICE CODING
SCHEMES, ICASSP 77, IEEE INTERNAT. CONF. ON ACOUSTICS, SPEECH, AND
SIGNAL PROCESSING, 2, APRIL 1977, 191-195. 54 4. M.J.T. SMITH AND T. P.
BARNWELL III, A PROCEDURE FOR DESIGNING EXACT RECONSTRUCTION FILTER
BANKS FOR TREE-STRUCTURED SUBBAND CODERS, ICASSP 84, IEEE INTERNAT.
CONF. ON ACOUSTICS, SPEECH, AND SIGNAL PROCESSING, 9, MARCH 1984,
421-424. 59 5. FRED MINTZER, FILTERS FOR DISTORTION-FREE TWO-BAND
MULTIRATE FILTER BANKS, IEEE TRANS. ACOUST., SPEECH, AND SIGNAL PROA, 33
(1985), 626-630. 63 6. MARTIN VETTERLI, FILTER BANKS ALLOWING PERFECT
RECONSTRUCTION, SIGNAL PROCESSING, 10 (1986), 219-244. 68 7. P. P.
VAIDYANATHAN, THEORY AND DESIGN OF M-CHANNEL MAXIMALLY DECIMATED
QUADRATURE MIRROR FILTERS WITH ARBITRARY M, HAVING THE
PERFECT-RECONSTRUCTION PROPERTY, IEEE TRANS. ACOUST., SPEECH, AND SIGNAL
PROA, 35 (1987), 476-492. 94 CONTENTS SECTION II. PRECURSORS IN PHYSICS:
AFFINE COHERENT STATES INTRODUCTION: JEAN-PIERRE ANTOINE 113 1. ERIK W.
ASLAKSEN AND JOHN R. KLAUDER, CONTINUOUS REPRESENTATION THEORY USING THE
AFFINE GROUP, J, MATH. PHYSICS, 10 (1969), 2267-2275. 117 2. A.
GROSSMANN, AND J. MORLET, DECOMPOSITION OF HARDY FUNCTIONS INTO SQUARE
INTEGRABLE WAVELETS OF CONSTANT SHAPE, SIAM J. MATH. ANAL., 15 (1984),
723-736. 126 3. A. GROSSMANN, J. MORLET, AND T. PAUL, TRANSFORMS
ASSOCIATED TO SQUARE INTEGRABLE GROUP REPRESENTATIONS I, J. MATH.
PHYSICS, 26 (1985), 2473-2479. 140 SECTION III. PRECURSORS IN
MATHEMATICS: EARLY WAVELET BASES INTRODUCTION: HANS G. FEICHTINGER 149
1. ALFRED HAAR, ZUR THEORIE DER ORTHOGONALEN FUNKTIONENSYSTEME [ON THE
THEORY OF ORTHOGONAL FUNCTION SYSTEMS], MATHEMATISCHE ANNALEN, 69
(1910), 331-371. TRANSLATED BY GEORG ZIMMERMANN. 155 2. PHILIP FRANKLIN,
A SET OF CONTINUOUS ORTHOGONAL FUNCTIONS, MATHEMATISCHE ANNALEN, 100
(1928), 522-529. 189 3. JAN-OLOV STROMBERG, A MODIFIED FRANKLIN SYSTEM
AND HIGHER-ORDER SPLINE SYS- TEMS ON R N OS UNCONDITIONAL BASES FOR
HARDY SPACES, CONF. ON HARMONIC ANAL- YSIS IN HONOR OF A. ZYGMUND, VOL.
II, W. BECKNER ET AL., EDS., WADSWORTH (BELMONT, CA), (1983), 475-494.
197 4. YVES MEYER, PRINCIPE D INCERTITUDE, BASES HILBERTIENNES ET
ALGEBRES D OPERATEURS [UNCERTAINTY PRINCIPLE, HILBERT BASES, AND
ALGEBRAS OF OPERATORS], SEMINAIRE BOURBAKI, 1985/86. ASTERISQUE NO.
145-146 (1987), 209-223. TRANSLATED BY JOHN HORVATH. 216 5. P. G.
LEMARIE AND Y. MEYER, ONDELETTES ET BASES HILBERTIENNES [WAVELETS AND
HILBERT BASES], REVISTA MATEMATICA IBEROAMERICANA, 2 (1986), 1-18.
TRANSLATED BY JOHN HORVATH. 229 6. GUY BATTLE, A BLOCK SPIN CONSTRUCTION
OF ONDELETTES I, COMM. MATH. PHYSICS, 110 (1987), 601-615. 245 SECTION
IV. PRECURSORS AND DEVELOPMENT IN MATHEMATICS: ATOM AND FRAME
DECOMPOSITIONS INTRODUCTION: YVES MEYER 263 1, R. J. DUFFIN AND A. C.
SCHAEFFER, A CLASS OF NONHARMONIC FOURIER SERIES, TRANS. AMER. MATH.
SOC, 72 (1952), 341-365. 269 CONTENTS 2. RONALD R. COIFMAN AND GUIDO
WEISS, EXTENSIONS OF HARDY SPACES AND THEIR USE IN ANALYSIS, BULL. AMER.
MATH. SOC., 83 (1977), 569-645. 295 3. INGRID DAUBECHIES, A. GROSSMANN,
AND Y. MEYER, PAINLESS NONORTHOGONAL EXPANSIONS, J. MATH. PHYSICS, 27
(1986), 1271-1283. 372 4. MICHAEL FRAZIER AND BJORN JAWERTH,
DECOMPOSITIONS OF BESOV SPACES, INDIANA UNIV. MATH. J., 34 (1985),
777-799. 385 5. HANS G. FEICHTINGER AND K. H. GROCHENIG, BANACH SPACES
RELATED TO INTEGRABLE GROUP REPRESENTATIONS AND THEIR ATOMIC
DECOMPOSITIONS I, J. FUNCT. ANAL., 86 (1989), 307-340. 408 6. INGRID
DAUBECHIES, THE WAVELET TRANSFORM, TIME-FREQUENCY LOCALIZATION AND
SIGNAL ANALYSIS, IEEE TRANS. INFORM. THEORY, 39 (1990), 961-1005. 442
SECTION V. MULTIRESOLUTION ANALYSIS INTRODUCTION: GUIDO WEISS 489 1.
STEPHANE G. MALLAT, A THEORY FOR MULTIRESOLUTION SIGNAL DECOMPOSITION:
THE WAVELET REPRESENTATION, IEEE TRANS. PATTERN ANAL. MACHINE INTELL.,
11 (1989), 674-693. 494 I 2. YVES MEYER, WAVELETS WITH COMPACT SUPPORT,
ZYGMUND LECTURES, U. CHICAGO (1987). 514 3. STEPHANE G. MALLAT,
MULTIRESOLUTION APPROXIMATIONS AND WAVELET ORTHONORMAL BASES FOR L 2
(R), TRANS. AMER. MATH. SOC, 315 (1989), 69-87. 524 4. A. COHEN,
ONDELETTES, ANALYSIS MULTIRESOLUTIONS ET FILTRES MIRROIRS EN QUADRATURE
. [WAVELETS, MULTIRESOLUTION ANALYSIS, AND QUADRATURE MIRROR FILTERS],
ANN. INST. H. POINCARE, ANAL. NON LINEAIRE,~7 (1990), 439-459.
TRANSLATED BY ROBERT D. RYAN. 543 5. WAYNE M. LAWTON, TIGHT FRAMES OF
COMPACTLY SUPPORTED AFFINE WAVELETS, J. MATH. PHYS., 31 (1990),
1898-1901. / 560 6. INGRID DAUBECHIES, ORTHONORMAL BASES OF COMPACTLY
SUPPORTED WAVELETS, COMM. PURE APPL. MATH., 41 (1988), 909-996. 564
SECTION VI. MULTIDIMENSIONAL WAVELETS INTRODUCTION: GUIDO WEISS 655 1.
YVES MEYER, ONDELETTES, FONCTIONS SPLINES ET ANALYSES GRADUEES
[WAVELETS, SPLINE FUNCTIONS, AND MULTIRESOLUTION ANALYSIS], REND. SEM.
MAT. UNIV. POLITEC. TORINO, 45 (1987), 1-42. TRANSLATED BY JOHN HORVATH.
659 2. KARLHEINZ GROCHENIG, ANALYSE MULTI-ECHELLE ET BASES D ONDELETTES
[MULTISCALE ANALYSES AND WAVELET BASES], C. R. ACAD. SCI. PARIS SERIE I,
305 (1987), 13-17. TRANSLATED BY ROBERT D. RYAN. 690 ULL CONTENTS 3.
JELENA KOVACEVIC AND MARTIN VETTERLI, NONSEPARABLE MULTIDIMENSIONAL
PERFECT RECONSTRUCTION FILTER BANKS AND WAVELET BASES FOR W 1 , IEEE
TRANS. INFORM. THEORY, 38 (1992), 533-555. 694 4. K. GROCHENIG AND W. R.
MADYCH, MULTIRESOLUTION ANALYSIS, HAAR BASES AND SELF-SIMILAR TILINGS
O/R N , IEEE TRANS. INFORM. THEORY, 38 (1992), 556-568. 717 SECTION VII.
SELECTED APPLICATIONS INTRODUCTION: MLADEN VICTOR WICKERHAUSER 733 1. G.
BEYLKIN, R. COIFMAN, AND V. ROKHLIN, FAST WAVELET TRANSFORMS AND
NUMERICAL ALGORITHMS, I, COMM. PURE APPL. MATH., 44 (1991), 141-183. 741
2. RONALD A. DEVORE, BJORN JAWERTH, VASIL POPOV, COMPRESSION OF WAVELET
DECOM- POSITIONS, AMER. J. MATH., 114 (1992), 737-785. 784 3. DAVID L.
DONOHO AND IAIN M. JOHNSTONE, ADAPTING TO UNKNOWN SMOOTHNESS BY WAVELET
SHRINKAGE, J. AMER. STATIST. ASSOC., 90 (1995), 1200-1224. 833 4.
STEPHANE JAFFARD, EXPOSANTS DE HOLDER EN DES POINTS DONNES ET
COEFFICIENTS D ONDELETTES [HOLDER EXPONENTS AT GIVEN POINTS AND WAVELET
COEFFICIENTS], C. R. ACAD. SCI. PARIS SERIE I, 308 (1989), 79-81.
TRANSLATED BY ROBERT D. RYAN. 858 5. JEROME M. SHAPIRO, EMBEDDED IMAGE
CODING USING ZEROTREES OF WAVELET COEFFICIENTS, IEEE TRANS. SIGNAL
PROCESSING, 41 (1993), 3445-3462. 861 VIII
|
| adam_txt |
FUNDAMENTAL PAPERS IN WAVELET THEORY EDITED BY CHRISTOPHER HEIL AND
DAVID F. WALNUT PRINCETON UNIVERSITY PRESS PRINCETON AND OXFORD CONTENTS
CONTRIBUTOR AFFILIATIONS IX PREFACE: CHRISTOPHER HEIL AND DAVID F.
WALNUT XIII ACKNOWLEDGMENTS XIV FOREWORD: INGRID DAUBECHIES XV
INTRODUCTION: JOHN J. BENEDETTO 1 SECTION I. PRECURSORS IN SIGNAL
PROCESSING INTRODUCTION: JELENA KOVACEVIC 23 1. PETER J. BURT AND EDWARD
H. ADELSON, THE LAPLACIAN PYRAMID AS A COMPACT IMAGE CODE, IEEE TRANS.
COMMUN., 31 (1983), 532-540. 28 2. R. E. CROCHIERE, S. A. WEBBER,, AND
J. L. FLANAGAN, DIGITAL CODING OF SPEECH IN SUB-BANDS, BELL SYSTEM
TECHNICAL J., 55 (1976), 1069-1085. 37 3. D. ESTEBAN AND C. GALAND,
APPLICATION OF QUADRATURE-MIRROR FILTERS TO SPLIT-BAND VOICE CODING
SCHEMES, ICASSP '77, IEEE INTERNAT. CONF. ON ACOUSTICS, SPEECH, AND
SIGNAL PROCESSING, 2, APRIL 1977, 191-195. 54 4. M.J.T. SMITH AND T. P.
BARNWELL III, A PROCEDURE FOR DESIGNING EXACT RECONSTRUCTION FILTER
BANKS FOR TREE-STRUCTURED SUBBAND CODERS, ICASSP '84, IEEE INTERNAT.
CONF. ON ACOUSTICS, SPEECH, AND SIGNAL PROCESSING, 9, MARCH 1984,
421-424. ' 59 5. FRED MINTZER, FILTERS FOR DISTORTION-FREE TWO-BAND
MULTIRATE FILTER BANKS, IEEE TRANS. ACOUST., SPEECH, AND SIGNAL PROA, 33
(1985), 626-630. 63 6. MARTIN VETTERLI, FILTER BANKS ALLOWING PERFECT
RECONSTRUCTION, SIGNAL PROCESSING, 10 (1986), 219-244. 68 7. P. P.
VAIDYANATHAN, THEORY AND DESIGN OF M-CHANNEL MAXIMALLY DECIMATED
QUADRATURE MIRROR FILTERS WITH ARBITRARY M, HAVING THE
PERFECT-RECONSTRUCTION PROPERTY, IEEE TRANS. ACOUST., SPEECH, AND SIGNAL
PROA, 35 (1987), 476-492. 94 CONTENTS SECTION II. PRECURSORS IN PHYSICS:
AFFINE COHERENT STATES INTRODUCTION: JEAN-PIERRE ANTOINE 113 1. ERIK W.
ASLAKSEN AND JOHN R. KLAUDER, CONTINUOUS REPRESENTATION THEORY USING THE
AFFINE GROUP, J, MATH. PHYSICS, 10 (1969), 2267-2275. 117 2. A.
GROSSMANN, AND J. MORLET, DECOMPOSITION OF HARDY FUNCTIONS INTO SQUARE
INTEGRABLE WAVELETS OF CONSTANT SHAPE, SIAM J. MATH. ANAL., 15 (1984),
723-736. 126 3. A. GROSSMANN, J. MORLET, AND T. PAUL, TRANSFORMS
ASSOCIATED TO SQUARE INTEGRABLE GROUP REPRESENTATIONS I, J. MATH.
PHYSICS, 26 (1985), 2473-2479. 140 SECTION III. PRECURSORS IN
MATHEMATICS: EARLY WAVELET BASES INTRODUCTION: HANS G. FEICHTINGER 149
1. ALFRED HAAR, ZUR THEORIE DER ORTHOGONALEN FUNKTIONENSYSTEME [ON THE
THEORY OF ORTHOGONAL FUNCTION SYSTEMS], MATHEMATISCHE ANNALEN, 69
(1910), 331-371. TRANSLATED BY GEORG ZIMMERMANN. 155 2. PHILIP FRANKLIN,
A SET OF CONTINUOUS ORTHOGONAL FUNCTIONS, MATHEMATISCHE ANNALEN, 100
(1928), 522-529. 189 3. JAN-OLOV STROMBERG, A MODIFIED FRANKLIN SYSTEM
AND HIGHER-ORDER SPLINE SYS- TEMS ON R N OS UNCONDITIONAL BASES FOR
HARDY SPACES, CONF. ON HARMONIC ANAL- YSIS IN HONOR OF A. ZYGMUND, VOL.
II, W. BECKNER ET AL., EDS., WADSWORTH (BELMONT, CA), (1983), 475-494.
197 4. YVES MEYER, PRINCIPE D'INCERTITUDE, BASES HILBERTIENNES ET
ALGEBRES D'OPERATEURS [UNCERTAINTY PRINCIPLE, HILBERT BASES, AND
ALGEBRAS OF OPERATORS], SEMINAIRE BOURBAKI, 1985/86. ASTERISQUE NO.
145-146 (1987), 209-223. TRANSLATED BY JOHN HORVATH. " 216 5. P. G.
LEMARIE AND Y. MEYER, ONDELETTES ET BASES HILBERTIENNES [WAVELETS AND
HILBERT BASES], REVISTA MATEMATICA IBEROAMERICANA, 2 (1986), 1-18.
TRANSLATED BY JOHN HORVATH. 229 6. GUY BATTLE, A BLOCK SPIN CONSTRUCTION
OF ONDELETTES I, COMM. MATH. PHYSICS, 110 (1987), 601-615. 245 SECTION
IV. PRECURSORS AND DEVELOPMENT IN MATHEMATICS: ATOM AND FRAME
DECOMPOSITIONS INTRODUCTION: YVES MEYER 263 1, R. J. DUFFIN AND A. C.
SCHAEFFER, A CLASS OF NONHARMONIC FOURIER SERIES, TRANS. AMER. MATH.
SOC, 72 (1952), 341-365. 269 CONTENTS 2. RONALD R. COIFMAN AND GUIDO
WEISS, EXTENSIONS OF HARDY SPACES AND THEIR USE IN ANALYSIS, BULL. AMER.
MATH. SOC., 83 (1977), 569-645. 295 3. INGRID DAUBECHIES, A. GROSSMANN,
AND Y. MEYER, PAINLESS NONORTHOGONAL EXPANSIONS, J. MATH. PHYSICS, 27
(1986), 1271-1283. 372 4. MICHAEL FRAZIER AND BJORN JAWERTH,
DECOMPOSITIONS OF BESOV SPACES, INDIANA UNIV. MATH. J., 34 (1985),
777-799. 385 5. HANS G. FEICHTINGER AND K. H. GROCHENIG, BANACH SPACES
RELATED TO INTEGRABLE GROUP REPRESENTATIONS AND THEIR ATOMIC
DECOMPOSITIONS I, J. FUNCT. ANAL., 86 (1989), 307-340. 408 6. INGRID
DAUBECHIES, THE WAVELET TRANSFORM, TIME-FREQUENCY LOCALIZATION AND
SIGNAL ANALYSIS, IEEE TRANS. INFORM. THEORY, 39 (1990), 961-1005. 442
SECTION V. MULTIRESOLUTION ANALYSIS INTRODUCTION: GUIDO WEISS 489 1.
STEPHANE G. MALLAT, A THEORY FOR MULTIRESOLUTION SIGNAL DECOMPOSITION:
THE WAVELET REPRESENTATION, IEEE TRANS. PATTERN ANAL. MACHINE INTELL.,
11 (1989), 674-693. 494 I 2. YVES MEYER, WAVELETS WITH COMPACT SUPPORT,
ZYGMUND LECTURES, U. CHICAGO (1987). 514 3. STEPHANE G. MALLAT,
MULTIRESOLUTION APPROXIMATIONS AND WAVELET ORTHONORMAL BASES FOR L 2
(R), TRANS. AMER. MATH. SOC, 315 (1989), 69-87. 524 4. A. COHEN,
ONDELETTES, ANALYSIS MULTIRESOLUTIONS ET FILTRES MIRROIRS EN QUADRATURE
. [WAVELETS, MULTIRESOLUTION ANALYSIS, AND QUADRATURE MIRROR FILTERS],
ANN. INST. H. POINCARE, ANAL. NON LINEAIRE,~7 (1990), 439-459.
TRANSLATED BY ROBERT D. RYAN. 543 5. WAYNE M. LAWTON, TIGHT FRAMES OF
COMPACTLY SUPPORTED AFFINE WAVELETS, J. MATH. PHYS., 31 (1990),
1898-1901. / 560 6. INGRID DAUBECHIES, ORTHONORMAL BASES OF COMPACTLY
SUPPORTED WAVELETS, COMM. PURE APPL. MATH., 41 (1988), 909-996. 564
SECTION VI. MULTIDIMENSIONAL WAVELETS INTRODUCTION: GUIDO WEISS 655 1.
YVES MEYER, ONDELETTES, FONCTIONS SPLINES ET ANALYSES GRADUEES
[WAVELETS, SPLINE FUNCTIONS, AND MULTIRESOLUTION ANALYSIS], REND. SEM.
MAT. UNIV. POLITEC. TORINO, 45 (1987), 1-42. TRANSLATED BY JOHN HORVATH.
659 2. KARLHEINZ GROCHENIG, ANALYSE MULTI-ECHELLE ET BASES D'ONDELETTES
[MULTISCALE ANALYSES AND WAVELET BASES], C. R. ACAD. SCI. PARIS SERIE I,
305 (1987), 13-17. TRANSLATED BY ROBERT D. RYAN. 690 ULL CONTENTS 3.
JELENA KOVACEVIC AND MARTIN VETTERLI, NONSEPARABLE MULTIDIMENSIONAL
PERFECT RECONSTRUCTION FILTER BANKS AND WAVELET BASES FOR W 1 , IEEE
TRANS. INFORM. THEORY, 38 (1992), 533-555. 694 4. K. GROCHENIG AND W. R.
MADYCH, MULTIRESOLUTION ANALYSIS, HAAR BASES AND SELF-SIMILAR TILINGS
O/R N , IEEE TRANS. INFORM. THEORY, 38 (1992), 556-568. 717 SECTION VII.
SELECTED APPLICATIONS INTRODUCTION: MLADEN VICTOR WICKERHAUSER 733 1. G.
BEYLKIN, R. COIFMAN, AND V. ROKHLIN, FAST WAVELET TRANSFORMS AND
NUMERICAL ALGORITHMS, I, COMM. PURE APPL. MATH., 44 (1991), 141-183. 741
2. RONALD A. DEVORE, BJORN JAWERTH, VASIL POPOV, COMPRESSION OF WAVELET
DECOM- POSITIONS, AMER. J. MATH., 114 (1992), 737-785. 784 3. DAVID L.
DONOHO AND IAIN M. JOHNSTONE, ADAPTING TO UNKNOWN SMOOTHNESS BY WAVELET
SHRINKAGE, J. AMER. STATIST. ASSOC., 90 (1995), 1200-1224. 833 4.
STEPHANE JAFFARD, EXPOSANTS DE HOLDER EN DES POINTS DONNES ET
COEFFICIENTS D'ONDELETTES [HOLDER EXPONENTS AT GIVEN POINTS AND WAVELET
COEFFICIENTS], C. R. ACAD. SCI. PARIS SERIE I, 308 (1989), 79-81.
TRANSLATED BY ROBERT D. RYAN. 858 5. JEROME M. SHAPIRO, EMBEDDED IMAGE
CODING USING ZEROTREES OF WAVELET COEFFICIENTS, IEEE TRANS. SIGNAL
PROCESSING, 41 (1993), 3445-3462. 861 VIII |
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| genre | (DE-588)4135952-5 Quelle gnd-content |
| genre_facet | Quelle |
| id | DE-604.BV021669192 |
| illustrated | Illustrated |
| index_date | 2024-07-02T15:08:18Z |
| indexdate | 2024-07-09T20:41:14Z |
| institution | BVB |
| isbn | 9780691127057 9780691114538 0691114536 0691127050 |
| language | English French German |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-014883588 |
| oclc_num | 67374697 |
| open_access_boolean | |
| owner | DE-703 DE-91G DE-BY-TUM DE-83 DE-188 |
| owner_facet | DE-703 DE-91G DE-BY-TUM DE-83 DE-188 |
| physical | XVI, 878 S. Ill., graph. Darst. |
| publishDate | 2006 |
| publishDateSearch | 2006 |
| publishDateSort | 2006 |
| publisher | Princeton Univ. Press |
| record_format | marc |
| spelling | Fundamental papers in wavelet theory ed. by Christopher Heil ... Princeton [u.a.] Princeton Univ. Press 2006 XVI, 878 S. Ill., graph. Darst. txt rdacontent n rdamedia nc rdacarrier Geschichte 1910-1995 gnd rswk-swf Ondelettes Ondelettes - Histoire Wavelets (Mathematics) Wavelet (DE-588)4215427-3 gnd rswk-swf (DE-588)4135952-5 Quelle gnd-content Wavelet (DE-588)4215427-3 s Geschichte 1910-1995 z DE-604 Heil, Christopher 1960- Sonstige (DE-588)132081466 oth HEBIS Datenaustausch Darmstadt application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014883588&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Fundamental papers in wavelet theory Ondelettes Ondelettes - Histoire Wavelets (Mathematics) Wavelet (DE-588)4215427-3 gnd |
| subject_GND | (DE-588)4215427-3 (DE-588)4135952-5 |
| title | Fundamental papers in wavelet theory |
| title_auth | Fundamental papers in wavelet theory |
| title_exact_search | Fundamental papers in wavelet theory |
| title_exact_search_txtP | Fundamental papers in wavelet theory |
| title_full | Fundamental papers in wavelet theory ed. by Christopher Heil ... |
| title_fullStr | Fundamental papers in wavelet theory ed. by Christopher Heil ... |
| title_full_unstemmed | Fundamental papers in wavelet theory ed. by Christopher Heil ... |
| title_short | Fundamental papers in wavelet theory |
| title_sort | fundamental papers in wavelet theory |
| topic | Ondelettes Ondelettes - Histoire Wavelets (Mathematics) Wavelet (DE-588)4215427-3 gnd |
| topic_facet | Ondelettes Ondelettes - Histoire Wavelets (Mathematics) Wavelet Quelle |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014883588&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
| work_keys_str_mv | AT heilchristopher fundamentalpapersinwavelettheory |