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Goutsias J., Vincent L., Bloomberg D.S. — Mathematical morphology and its applications to image signal processing
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Название: Mathematical morphology and its applications to image signal processingАвторы: Goutsias J., Vincent L., Bloomberg D.S.Аннотация: Mathematical morphology is a powerful methodology for the processing and analysis of geometric structure in signals and images. This book contains the proceedings of the fifth International Symposium on Mathematical Morphology and its Applications to Image and Signal Processing, held June 26-28, 2000, at Xerox PARC, Palo Alto, California. It provides a broad sampling of the most recent theoretical and practical developments of mathematical morphology and its applications to image and signal processing. Areas covered include: decomposition of structuring functions and morphological operators, morphological discretization, filtering, connectivity and connected operators, morphological shape analysis and interpolation, texture analysis, morphological segmentation, morphological multiresolution techniques and scale-spaces, and morphological algorithms and applications.
Язык: Рубрика: Computer science /Обработка изображений /Статус предметного указателя: Готов указатель с номерами страниц ed2k: ed2k stats Год издания: 2002Количество страниц: 445Добавлена в каталог: 17.11.2005Операции: Положить на полку |
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Falcao A. 341 Feasible set 18 FELICS 369 Fenchel conjugate 287 Fermat’s principle 353 354 Ferrandiere E.D. 263 FIFO queue 343 Figure separation 400 Film dirt 129 130 Film restoration 132 Filter 99 100 Filter problem, 1D max 305 Filter problem, 1D max-min 306 Filter problem, 1D min-max 308 Filter, folding induced 99 100 Filter, folding induced self-dual 104 Filter, linear translation-invariant 4 Filter, self-dual 99 100 Filtering by levelings 226 Filtering by reconstruction 181 Filtering of detection 326 Filtering, edge noise 371 378 Finer partition 234 Fitness function 132 133 Flat zone 55 170 208 228 Flat zone, detection 224 225 Flat zone, merging of 171 Flattening 51 55 58 Flattening, elementary 56 Flattening, scalar 51 Flattening, separable 58 Flattening, vectorial 51 flooding 189 190 Flooding, partial 229 Flooding, simulation 342 Flooding, size oriented 193 Flooding, tailored 194 Flooding, uniform 193 Fold-space 100 102 Folded grey-scale function 103 Folded ordering 99 Fourier transform 5 Function lattice 64 Fuzzy, 155 Fuzzy, classifier 63 Fuzzy, connectivity 149 Fuzzy, control system 63 Fuzzy, dynamical system 61 Fuzzy, geometry 149 Fuzzy, intersection norm 63 Fuzzy, marker 195 Fuzzy, set 154 Fuzzy, set membership 63 Fuzzy, set possibility 63 Fuzzy, set probability 63 Fuzzy, union norm 63 Galois connexions 144 Garrido L. 169 Gatica-Perez D. 233 Gaussian kernel 399 Gaussian mixture estimate 364 Genetic algorithm 129 Genetic algorithm, optimization 132 Genetic algorithm, simple 135 Genus 167 Geodesic closing 180 Geodesic dilation 72 Geodesic distance 72 Geodesic erosion 72 Geodesic metric 179 Geodesic reconstruction 204 Geodesic set 71 72 74 Geometrical construction of Huygens 353 Gibbs distribution 410 Gil J. 301 Gil — Werman algorithm 303 Global contrast change 322 Global optimal path problem 110 Global path 110 Goutsias J. 159 273 Gradient 92 Gradient, color 209 Gradient, color multi-scale 201 Gradient, di Zenzo multiband 208 Gradient, flooding 225 Gradient, morphological 398 Gradient, multi-scale 199 Gradient, watershed 294 Grana M. 415 Granado I. 71 397 Granulometric deconstruction 243 Granulometric features 243 Granulometry 23 179 245 256 283 383 Graph 342 Graph, adjacency 144 Graph, arc of 342 Graph, directed 342 Graph, neighborhood 191 226 Graph, node of 342 Graph, optimum labeling 409 Graph, weighted 342 Gu G. 233 Guichard F. 321 gzip program 364 Half space 52 Halftone, image 363 Halftone, mask 363 Halftone, seed 363 Hamilton — Jacobi equation 352 Handwritten word recognition 389 Harvey N.R. 129 Hashimoto R.F. 13 253 Hausdorff, discretization 41—43 Hausdorff, distance 41 43 Hausdorff, radius 43 Heijmans H.J.A.M. 273 283 Hesselink W.H. 331 Hierarchical connected partition 166 Hierarchical level 208 Hierarchical partition 166 167 Hierarchical partition of connected components 167 Hierarchical process 292 Hierarchical segmentation 159 166 207 Hierarchical stack 208 Hierarchical stack of gradient color watersheds 210 Hirata Jr.R. 119 hist 368 Historical time threshold 326 Hit-or-miss transform 416 418 Hit-or-miss transform, binary 416 418 Hit-or-miss transform, grayscale 416 418 419 Hit-or-miss transform, level based 416 419 420 Homeomorphic spaces 48 Homotopic map 47 Homotopy 348 Homotopy, change of 348 Homotopy, modification 294 Hotteling’s 210 Huygens’ principle 353 354 Ideal filter 8 Idempotence 8 IFT algorithm 344 Image sampling, content dependent 264 Image, features 167 Image, foresting transform 341 Image, halftone 363 Image, mask 204 Image, multivalued sequence 234 Image, operator 120 Image, pyramid 363 Image, sampling 263 Image, scaling 284 Image, sequence 223 Image, window 120 Impulse 66 Impulse, dual 66 Impulse, function 64 Impulse, response 169 Increasingness 8 Indecomposable set 152 Independent component analysis 415 Inf-semi lattice 53 Infimal convolution 286 Influence zone 295 Information removal 8 9 Interior 42 Interpolation 3 interval 14 Interval, maximal 15 Intra-block segmentation 225 IS1 algorithm 373 Isomorphic lattices 160 Isomorphism 160 Iwanowski M. 81 Jackway P.T. 99 Jeulin D. 253 Jordan curve 91 92 94 323 JPEG 361 362 368 JPEG-LS reference encoder 369 K-characteristic function 121 Katartzis A. 405 Kernel 19 Keshet R. 3 Khalimskii topology 144 Kimia B.B. 351 Kimmel R. 301 l-critical angle 36 Lantuejoul C 425 Laplacian pyramid 3 Lattice, Boolean 14 Lattice, complete 4 100 101 150 160 Lattice, complete infinitely-distributive 62 Lattice, control model 61 Lattice, function 64 Lattice, inf-semi 53 Lattice, isomorphism 15 19 Lattice, morphology 61 Lattice, operator 64 Lattice, semi- 57 Lattice, signal 66 Lattice, theory 61 Lattice, vector 65 Left extremity, minimal 18 Legendre transform 287 Leite N.J. 291 Level line, detection 324 Level, component 313 Level, line 91 92 323 Level, set 321 323 419 Level-component labeling 315 Leveling 51 54 58 189 190 Leveling, elementary 56 Leveling, scalar 51 54 Leveling, separable 58 Leveling, vectorial 51 Lexicographic, cost 342 Lexicographic, order 342 Leymarie F.F. 351 Lifting scheme 273 277 Lifting scheme, max-lifting 278 Lifting scheme, prediction lifting 278 Lifting scheme, update lifting 278 Likelihood function 410 Line segment extraction 407 Linear convolution 169 Linear feature detection 406 Linear feature extraction 109 405 Linear filter 4 Linear filtering 6 Linear scale-space 283 416 Lisani J.L. 91 Local direction extraction 325 Local dissimilarity measure 223 226 Local feature analysis 415 Local path 111 Local scale-space 92 Local state transition function 356 Lossless compression method 365 Lotufo R. 341 low-order bits 362 LSB 362 MAE 133 MAP 237 MAP criterion 410 Maragos P. 61 Marcotegui B. 223 263 Marker 204 Marker, detection 119 121 Marker, drawing 230 Marker, fuzzy 195 Marker, root 165 Marker, selection 204 Markov random field 405 Markovian model 409 Marshall S. 129 Mascheroni’s constant 307 Mask image 204 Mathematical morphology, affine invariant 91 92 Matheron theorem 93 Max control 61 Max control model 62 Max filter 302 Max lifting 274 Max-min filter 302 Max-sum control 62 Max-T control system 64 Max-T control system, observable 70 Max-Tnorm control 63 Maximal connected component 151 Maximum a posteriori 237 Mean absolute error 133 Mean-square error 367 Medial axis 351 Median Filter 169 302 Mehnert A.J.H. 99 Meijster A. 331 Membership function 154 Mengucci M. 397 Merging 230 Merging sequence 171 Metric, Busemann — Hausdorff 45 Metric, Hausdorff 42 Metric, Hausdorff oriented 42 Metric, homogeneous 45 46 Meyer F. 51 189 223 263 Min control 61 Min control system 62 Min filter 302 Min-T control system 64 Minimax algebra 62 Minimum rate 367 Minimum size threshold 326 Minimum spanning tree 224—226 Minkowski, addition 14 15 33 54 57 72 140 150 Minkowski, existence theorem 34 Minkowski, factorization equation 15 Minkowski, inequality 34 Minkowski, subtraction 14 15 51 54—56 150 Minkowski, sum 33 353 Minkowski, sum volume minimization 33 38
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