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Bibliographic Details
Main Authors: Bruce, Andrew (Author), Gao, Hong-Ye (Author)
Format: Book
Language:German
Published: New York [u.a.] Springer 1996
Subjects:
Analise de series temporais
Estatistica
Ingénierie assistée par ordinateur
Ondelettes - Logiciels
S-PLUS
S-Plus (logiciel)
Traitement du signal - Mathématiques
analyse temps-fréquence
compression image
estimation non paramétrique
image numérique
ondelette
traitement signal
Datenverarbeitung
Mathematik
Computer-aided engineering
S (Computer program language)
Signal processing > Mathematics
Wavelets (Mathematics) > Data processing
Wavelet
Links:http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=007325293&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
Physical Description:XXI, 338 S. Ill., graph. Darst.
ISBN:0387947140
Staff View

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Record in the Search Index

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adam_text ANDREW BRUCE HONG-YE GAO APPLIED WAVELET ANALYSIS WITH S-PLUS WITH 192 ILLUSTRATIONS SPRINGER CONTENTS 1 INTRODUCTION 1 . 1.1 EXAMPLE 1: DIGITAL IMAGE COMPRESSION 2 1.2 EXAMPLE 2: NOISE REMOVAL 4 1.3 EXAMPLE 3: TIME-FREQUENCY ANALYSIS 6 1.4 EXAMPLE 4: PROTOTYPING FAST ALGORITHMS 7 1.5 REFERENCES FOR WAVELET ANALYSIS 8 2 WAVELET ANALYSIS OF 1-D SIGNALS 11 2.1 WAVELET FUNCTIONS AND APPROXIMATIONS 11 2.1.1 FATHER AND MOTHER WAVELETS 13 2.1.2 THE WAVELET APPROXIMATION 14 2.1.3 LOCATION AND SCALE FAMILIES 15 2.1.4 ORTHOGONAL WAVELET FAMILIES 16 2.2 THE DISCRETE WAVELET TRANSFORM 19 2.2.1 COMPUTING THE DISCRETE WAVELET TRANSFORM 19 2.2.2 DWT OBJECTS 22 2.2.3 THE INVERSE DISCRETE WAVELET TRANSFORM . 24 2.2.4 THE WAVELET APPROXIMATION USING THE LARGEST COEFFICIENTS 24 2.3 MULTIRESOLUTION ANALYSIS 27 2.3.1 COMPUTING A MULTIRESOLUTION DECOMPOSITION 27 X CONTENTS 2.3.2 MULTIRESOLUTION APPROXIMATION 29 2.3.3 ZOOMING FEATURE OF MULTIRESOLUTION ANALYSIS 30 2.4 TIME-SCALE VIEW OF WAVELETS 31 2.5 BIORTHOGONAL WAVELETS 34 2.6 PYRAMID ALGORITHM 37 2.6.1 FORWARD ALGORITHM TO COMPUTE THE DWT 37 2.6.2 BACKWARD ALGORITHM TO COMPUTE THE IDWT 38 3 WAVELET ANALYSIS OF IMAGES 41 3.1 2-D WAVELET FUNCTIONS 41 3.1.1 2-D WAVELET FAMILIES 42 3.1.2 THE 2-D WAVELET APPROXIMATION 44 3.2 2-D DISCRETE WAVELET TRANSFORM 45 3.2.1 COMPUTING THE 2-D DWT 45 3.2.2 2-D DWT OBJECTS 48 3.2.3 THE INVERSE 2-D DWT 49 3.3 MULTIRESOLUTION ANALYSIS OF IMAGES 50 3.3.1 COMPUTING A 2-D MULTIRESOLUTION DECOMPOSITION 50 4 EXPLORATORY WAVELET ANALYSIS 53 4.1 EXPLORATORY 1-D WAVELET ANALYSIS 53 4.1.1 SUMMARIES OF DWT OBJECTS 54 4.1.2 SUMMARIES OF DECOMPOSITION OBJECTS ... 58 4.1.3 SUMMARIES OF CRYSTALS 60 4.2 VISUAL AND STATISTICAL SUMMARIES FOR THE 2-D DWT 62 5 MORE ON WAVELET ANALYSIS 67 5.1 SELECTING OPTIONS FOR WAVELET ANALYSIS 68 5.1.1 SELECTING THE MULTIRESOLUTION LEVEL . . . . 68 5.1.2 SELECTING A WAVELET 69 5.2 EXTRACTING CRYSTALS FROM A DWT OBJECT 72 5.2.1 EXTRACTING CRYSTALS FROM 1-D DWT OBJECTS 72 5.2.2 EXTRACTING CRYSTALS FROM 2-D DWT OBJECTS 73 5.3 CREATING WAVELET PACKETS 74 5.4 MATH AND LOGICAL OPERATORS APPLIED TO DWT OBJECTS 75 5.5 REPLACEMENT IN DWT OBJECTS 75 5.5.1 REPLACEMENT USING LOGICAL VECTORS . . . . 76 5.5.2 SIMULATION OF MULTISCALE PROCESSES 78 CONTENTS XI 5.6 SUBSCRIPTING BY COEFFICIENT 79 5.7 BYPASSING THE DWT SUBSCRIPT, ASSIGNMENT, AND MATH OPERATORS 81 NONPARAMETRIC ESTIMATION WITH WAVELETS 83 6.1 NONPARAMETRIC REGRESSION AND SMOOTHING . . . . 84 6.2 UNDERSTANDING WAVELET SHRINKAGE 86 6.2.1 WAVELETS ARE GOOD BUILDING BLOCKS .... 86 6.2.2 NOISE AFFECTS ALL WAVELET COEFFICIENTS ... 86 6.2.3 DE-NOISING BY WAVELET SHRINKAGE 87 6.2.4 THE WAVESHRINK ALGORITHM 88 6.2.5 THEORETICAL PROPERTIES OF WAVELET SHRINKAGE 90 6.3 ASSESSING THE WAVESHRINK FIT 90 6.4 TUNING THE SMOOTH 94 6.4.1 SELECTING THE SHRINKAGE FUNCTION 94 6.4.2 SELECTING THE SHRINKAGE THRESHOLD 97 6.4.3 ESTIMATING THE SCALE OF THE NOISE 99 6.4.4 CHOOSING THE RESOLUTIONS TO SHRINK . . . . 100 6.4.5 EXTRA-FINE TUNING 100 6.5 COMPARISON WITH OTHER SMOOTHERS 101 6.6 VARIANCE AND BIAS ESTIMATION IN WAVESHRINK . . . 102 6.7 BOOTSTRAPPING WAVESHRINK 103 6.8 WAVESHRINK APPLIED TO SPECTRAL DENSITY ESTIMATION 105 WAVELET PACKET ANALYSIS 111 7.1 WAVELET PACKETS ILL 7.1.1 WAVELET PACKET FAMILIES . . 113 7.1.2 WAVELET PACKET LOCATION AND SCALE FAMILIES 114 7.2 WAVELET PACKET TABLES 114 7.2.1 COMPUTING A WAVELET PACKET TABLE . . . . 116 7.2.2 WAVELET PACKET TABLE OBJECTS 117 7.3 WAVELET PACKET TRANSFORMS 118 7.3.1 OBTAINING THE DWT FROM A TABLE 119 7.3.2 SELECTING A LEVEL 120 7.3.3 GENERAL WAVELET PACKET TRANSFORMS . . . . 120 7.3.4 INVERTING WAVELET PACKET TRANSFORMS ... 122 7.3.5 DECOMPOSING A WAVELET PACKET TRANSFORM 123 7.3.6 TIME-FREQUENCY PLOTS FOR WAVELET PACKETS 125 7.4 THE BEST BASIS ALGORITHM 128 7.4.1 COMPUTING A BEST BASIS 128 XII CONTENTS 7.4.2 COMPUTING THE BEST LEVEL 129 7.4.3 USING TREE PLOTS TO VISUALIZE BASES . . . . 130 7.4.4 WAVELET PACKET COST TABLES 132 7.5 WAVELET PACKET ANALYSIS OF A SPEECH SIGNAL . . . . 135 8 COSINE PACKET ANALYSIS 143 8.1 .DISCRETE COSINE TRANSFORM 144 8.1.1 DCT TYPES 144 8.1.2 COMPUTING THE DCT 145 8.1.3 BLOCK DCT 146 8.2 COSINE PACKETS 149 8.2.1 SPECIAL TAPERING FUNCTIONS 150 8.2.2 DYADIC COSINE PACKET FAMILIES 151 8.3 COSINE PACKET TRANSFORMS 153 8.3.1 BLOCK COSINE PACKET TRANSFORM 154 .8.3.2 COSINE PACKET TRANSFORM OBJECTS 154 8.3.3 INVERTING AND DECOMPOSING CPTS 156 8.3.4 TIME-FREQUENCY PLOTS WITH CPTS 158 8.4 COSINE PACKET TABLES 159 8.4.1 COMPUTING A COSINE PACKET TABLE 160 8.4.2 SELECTING COSINE PACKET TRANSFORMS FROM TABLES 161 8.4.3 BEST BASIS SELECTION FOR COSINE PACKETS . . 162 8.5 COSINE PACKET ANALYSIS OF A SPEECH SIGNAL 165 9 WAVELET PACKET AND COSINE PACKET ANALYSIS OF IMAGES 171 9.1 2-D WAVELET AND COSINE PACKET FUNCTIONS 171 9.2 2-D PACKET TRANSFORMS 173 9.2.1 COMPUTING 2-D WAVELET PACKET TRANSFORMS 174 9.2.2 COMPUTING 2-D COSINE PACKET TRANSFORMS 177 9.3 BEST BASIS SELECTION IN 2-D 180 9.4 ANALYSIS OF A DIGITAL FINGERPRINT IMAGE 184 9.4.1 PROPOSED FBI STANDARD FOR COMPRESSION . 185 9.4.2 BEST BASIS ANALYSIS OF FINGERPRINTS . . . . 190 10 MATCHING PURSUIT AND MOLECULES 197 10.1 MATCHING PURSUIT DECOMPOSITIONS 197 10.2 COMPUTING A MATCHING PURSUIT TRANSFORM . . . . 200 10.3 MOLECULE AND ATOM OBJECTS 203 CONTENTS XIII 10.4 COMPARISON WITH DWT AND BEST BASIS 204 11 VARIATIONS ON WAVELET ANALYSIS 211 11.1 NON-DECIMATED WAVELETS 211 11.1.1 WAVELET SHRINKAGE WITH NON-DECIMATED WAVELETS 212 11.1.2 THE D IRONS WAVELET TRANSFORM 215 11.2 ROBUST SMOOTHER-CLEANER WAVELETS 216 11.2.1 SMOOTHER-CLEANER ALGORITHM 217 11.2.2 COMPUTING THE ROBUST SMOOTHER-CLEANER DWT 219 11.2.3 SELECTING THE ROBUST DWT 221 11.3 CREATING AND USING YOUR OWN WAVELETS 223 11.3.1 CREATING NEW WAVELETS 223 11.3.2 ANALYSIS WITH YOUR OWN WAVELET FUNCTIONS 225 12 WAVELET ALGORITHMS AND FILTERS 229 12.1 WAVELET FILTERS 230 12.1.1 ORTHOGONAL WAVELET FILTERS 230 12.1.2 CONVOLUTION FORMULAS 231 12.1.3 TRANSFER FUNCTIONS 232 12.1.4 BIORTHOGONAL WAVELET FILTERS 234 12.2 IMPLEMENTING THE PYRAMID ALGORITHM 238 12.3 THE DWT AS A LINEAR TRANSFORM 239 12.4 PROPERTIES OF WAVELET FUNCTIONS 242 12.5 THE DILATION EQUATION 244 12.5.1 EVALUATING A WAVELET FUNCTION AT THE DYADICS 245 12.5.2 EVALUATING A WAVELET FUNCTION AT THE INTEGERS 246 12.6 ALGORITHMS FOR THE 2-D DWT 247 13 WAVELET PACKET AND COSINE PACKET ALGORITHMS 251 13.1 WAVELET PACKET FILTERS AND ALGORITHMS 252 13.1.1 THE SPLITTING ALGORITHM 252 13.1.2 WAVELET PACKET FILTERS 253 13.1.3 EVALUATING A WAVELET PACKET FUNCTION . . . 255 13.2 COSINE PACKET ALGORITHMS 256 13.2.1 COMPUTING THE DCT 256 13.2.2 COMPUTING THE COSINE PACKET TRANSFORM . 257 13.2.3 TAPERS FOR ORTHOGONAL COSINE PACKETS ... 260 XIV CONTENTS 13.2.4 BOUNDARY EXTENSION RULES 261 13.3 ALGORITHMS FOR 2-D PACKETS 263 13.3.1 THE 2-D WPT ALGORITHM 263 13.3.2 THE 2-D CPT ALGORITHM 264 14 BOUNDARY CONDITIONS FOR WAVELET ANALYSIS 267 14.1 TYPES OF BOUNDARY TREATMENT RULES 268 14.2 CONSIDERATIONS IN SELECTING A BOUNDARY METHOD . 271 14.3 COMPARING BOUNDARY TREATMENTS 273 14.4 BOUNDARY CORRECTION ALGORITHMS 275 14.4.1 EXAMINING THE MATRIX OPERATORS 276 A ORTHOGONAL WAVELET FUNCTIONS 279 B BIORTHOGONAL WAVELET FUNCTIONS 287 C WAVELET CLASSES AND OBJECTS 295 C.I 1-D TRANSFORM AND ANALYSIS OBJECTS 295 C.I.I 1-D TRANSFORMS 295 C.I.2 DECOMPOSE OBJECTS 298 C.I.3 OTHER 1-D ANALYSIS OBJECTS 299 C.2 CRYSTALS, MOLECULES, AND ATOMS 299 C.2.1 CRYSTALS 299 C.2.2 MOLECULES AND ATOMS 300 C.3 2-D TRANSFORM AND ANALYSIS OBJECTS 301 C.3.1 2-D TRANSFORM OBJECTS 301 C.3.2 OTHER 2-D OBJECTS 302 C.4 WAVELET FUNCTIONS, FILTERS, AND DICTIONARIES . . . 302 D S+WAVELETS FUNCTION LIST 305 REFERENCES 317 INDEX 327
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analyse temps-fréquence inriac
compression image inriac
estimation non paramétrique inriac
image numérique inriac
ondelette inriac
traitement signal inriac
Datenverarbeitung
Mathematik
Computer-aided engineering
S (Computer program language)
Signal processing Mathematics
Wavelets (Mathematics) Data processing
S-PLUS (DE-588)4321162-8 gnd
Wavelet (DE-588)4215427-3 gnd
subject_GND (DE-588)4321162-8
(DE-588)4215427-3
title Applied wavelet analysis with S-PLUS
title_alt S-Plus
title_auth Applied wavelet analysis with S-PLUS
title_exact_search Applied wavelet analysis with S-PLUS
title_full Applied wavelet analysis with S-PLUS Andrew Bruce ; Hong-Ye Gao
title_fullStr Applied wavelet analysis with S-PLUS Andrew Bruce ; Hong-Ye Gao
title_full_unstemmed Applied wavelet analysis with S-PLUS Andrew Bruce ; Hong-Ye Gao
title_short Applied wavelet analysis with S-PLUS
title_sort applied wavelet analysis with s plus
topic Analise de series temporais larpcal
Estatistica larpcal
Ingénierie assistée par ordinateur ram
Ondelettes - Logiciels ram
S-PLUS inriac
S-Plus (logiciel) ram
Traitement du signal - Mathématiques ram
analyse temps-fréquence inriac
compression image inriac
estimation non paramétrique inriac
image numérique inriac
ondelette inriac
traitement signal inriac
Datenverarbeitung
Mathematik
Computer-aided engineering
S (Computer program language)
Signal processing Mathematics
Wavelets (Mathematics) Data processing
S-PLUS (DE-588)4321162-8 gnd
Wavelet (DE-588)4215427-3 gnd
topic_facet Analise de series temporais
Estatistica
Ingénierie assistée par ordinateur
Ondelettes - Logiciels
S-PLUS
S-Plus (logiciel)
Traitement du signal - Mathématiques
analyse temps-fréquence
compression image
estimation non paramétrique
image numérique
ondelette
traitement signal
Datenverarbeitung
Mathematik
Computer-aided engineering
S (Computer program language)
Signal processing Mathematics
Wavelets (Mathematics) Data processing
Wavelet
url http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=007325293&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
work_keys_str_mv AT bruceandrew appliedwaveletanalysiswithsplus
AT gaohongye appliedwaveletanalysiswithsplus
AT bruceandrew splus
AT gaohongye splus
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