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van Dijk N. — Handbook of Statistics 16: Order Statistics: Theory & Methods
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Название: Handbook of Statistics 16: Order Statistics: Theory & Methods
Автор: van Dijk N.
Аннотация: Major theoretical advances were made in this area of research, and in the course of these developments order statistics has also found important applications in many diverse areas. These include life-testing and reliability, robustness studies, statistical quality control, filtering theory, signal processing, image processing, and radar target detection.
Theoretical researchers working on theoretical and methodological advancements on order statistics and applied statisticians and engineers developing new and innovative applications of order statistics have been successfully brought together to create this handbook. For the convenience of readers, the subject matter has been divided into two volumes. This volume focuses on theory and methods, and volume 17 deals primarily with applications. Each volume has been divided into parts, each part specializing in one aspect of order statistics.
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Рубрика: Математика /
Статус предметного указателя: Готов указатель с номерами страниц
ed2k: ed2k stats
Издание: 1 edition
Год издания: 1998
Количество страниц: 721
Добавлена в каталог: 12.04.2010
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Предметный указатель
Doubly truncated exponential distribution 188 190 404
Doubly truncated Laplace distribution 212 213 216
Doubly truncated linear-exponential distribution 201
Doubly truncated log-logistic distribution 205
Doubly truncated logistic distribution 180 183 184
Doubly truncated parabolic distribution 211
Doubly truncated Pareto distribution 194 404 413 414 421
Doubly truncated power function distribution 191 192
Doubly truncated skewed distribution 211
Downton, F. 32 52 151 156 194 224 251 254
Drake, S. 53
Droste, W. 92 104
Duality result 9 21 46
Dubey, S. D. 276 287
Ducharme, G. 479 483
Dudley, R. M. 686
Dudman, J. 178 223
Dufour, R. 247 254 274 287
Duncan, D. B. 37 52
Duncan’s multiple range test 37
Dunnett, C. W. 38 49
Dunsmore, I. R. 35 48 559 564
Duration of human life 39
Durban, J. 465 461
Durbin, J. 42 44 52
Dvoretzky, A. 640 687
Dwass, M. 516 518 560 564
Dyer, D. D. 199 224
Dykstra, R. L. 46 52
Dyson, F. J. 42 52
Dziubdziela, W. 516 519 534 535 539 561 564
D’Agostino, R. B. 18 22 45 51 150 223
Econometrics 25
Edge set 330
Edgeworth approximate inference 6
Edgeworth, F. Y. 28 52
Edgeworth-type expansion 33 474-476 479
Efficient estimation 336
Efron, B. 348 371 443 461 479 481 483 509 511
Egorov, V. A. 487 507 511
Einmahl, J. H. J. 447 448 465 461
Einstein, A. 53
Eisenberger, I. 150 224
El — Neweihi, E. 95 98 100-103
Ellipsoid 400
Elliptically contoured distributions 47
Embrechts, P. 545 564
Empirical distribution function 18 25 43 327 335 336 339 342 344 349 354 362 448 454 508 509 577 579 581 648 661
Empirical mean residual life 447
Empirical process 362 380 574-576 579 580 582 584 585 590 591 599 605 614 625
Empirical process of normalized ranks 578
Empirical process of ranks 574
Empirical process of sequential ranks 605
Empirical quantile function 578
Empirical quantiles 648
Employment problems of a professional couple 504
Energy levels in nuclear spectra 42
Engelen, R. 540 565
Engelhardt, M. 16 21 30 48 150 222
Engineering applications 40
Environmental issues 441
Epstein, B. 258 287
Erd s, P. 605 629 636 687
Erds, P. 379 384
Error mean square 392
Estimable parameter 338
Estimation theory 253
Euclidean -space 388
Euler, L. 28 52
Euler’s constant 524 536
Exchangeability 232 235 248
Exchangeable variables 46 111 151 261 291 330 340 348 490 543
Expected residual life 320
Exponential distribution 8 13 14 16 26 31-33 38 43 45 46 67 70 77-80 82 86 91 92 95-97 99 101 102 128 130 134 152 153 188 201 216-221 231 233 234 236 242 249 251 253 258-272 274 275 277-279 282 284 295-299 302 304 306 307 321-325 327 337 338 369 403 413 442-447 454 458 460 476 494 516 518-520 527 531 534 538 545 556 559 561 644
Exponential family 339 367
Exponential spacings 66
Exponential tilting 476
Exponential trend 547
Exposure to radioactivity 441
Extended Bahadur — Kiefer process 682
Extended normal distribution 307
Extended Wiener sheet 666 668 671 673
Extinction times for bacteria 39
Extrapolation-type bounds 531
Extremal processes 516 560
Extremal- process 557 560
Extreme concomitants 495
Extreme order statistics 4 17
Extreme quantiles 443 445
Extreme value distribution 8 12 26 317 318 325 444 449 458 493 494 499 553 561
Extreme value theory 4 39 261 315-317 319 320 323 325 329 644
extreme values 337
F ldes, A. 667 674 686
Factorial moment generating function 184 190 216
Factorial moments 524 535
Fahmy, S. 118 143
Failure rate 89 101 259 260 264 267 320
Falk, M. 329 331 467 470 472 475 480 482 483
Fang, B. Q. 261 287
Fang, K. T. 261 287
Fatigue failure 315
Feinberg, F. M. 504 505 511
Ferguson, T. S. 45 52 231 236 248 254 293 308
Field, C. A. 475 479 483
File-matching procedures 488 510
Financial asset pricing models 488
Finite intersection test 42
First-order asymptotic distributional representation (FOADR) 347 348
Fisher, R. A. 12 22 29 39 42 52 319 331
Fishman, G. S. 70 71
Fisz, M. 45 52 238 254
Floods and droughts 39 515
Folded distribution 151 171 172
Fosam, E. B. 234 240-242 251 254 287
Foster, F. G. 516 520 547 558 564 565
Fourier inversion formula 477
Fourier, J. B. J. 28 52
Fowlkes, E. B. 41 52
Fox, J. 387 401
Fr chet differentiability 345
Fr chet distribution 12 39
Fr chet, M. 12 22 39 52 319 331
Fractiles 463
Frankel, M. 376 380 384
Fraser, D. A. S. 35 52
Freedman, D. A. 444 461
Freudenberg, W. 528 565
Frierson, D. Jr 605 628
Functional jackknifing 336 345 347
Gail, M. H. 446 461
Gajek, L. 123 126 128 130 133 143 264-267 287 303 304 308 309 538 565
Galambos, J. 4 11 12 22 40 45 47 51 53 150 224 231 254 255 257 262 263 272 275 276 278 280 283 284 287 293 295 306 309 315 316 318-333 337 371 372 380 384 490 493 495 503 510 511 515 522 523 526 528 533 562 565
Galilei, G. 28 53
Gallagher, N. C. 45 48 53
Galton, F. 39 53 160 224
Galton’s problem 39
Gamma distribution 26 31 32 38 70 184 186 278 321 442 492
Gamma function 194 205
Gangopadhyay, A. K. 354 371 492 510
Gascuel, O. 109 113 143
Gastwirth, J. L. 75 87 446 461 497 504 512
Gather, U. 11 23 45 53 123 143 255 257 258 260 262 264-270 272 274 276 278 280 282 284 286-288 290 292 296 303 304 306 308 309
Gauss — Markov theorem 30 149
Gauss, C. F. 28 30 53
Gaussian function 342
Gaussian process 356 575 584 589 591 592 594 598 599 601 602 610 616-622 624-626 632 635 664 666 671
Gaver, D. P. 545 565
Geary, R. C. 42 53
Geffroy, J. 375-377 384
Geisser, S. 29 53
General linear models 351
Generalized Beta function 153
Generalized distance 387
Generalized extreme value distributions 442 532 543 547
Generalized gamma distribution 186 187
Generalized half logistic distribution 32 183
Generalized inverse 351 355 401
Generalized L-estimators 363
Generalized least squares 343
Generalized logistic distribution 32
Generalized Order statistics 20 258 293 298 304 488
Generalized Pareto distributions 442 447 456 459 532
Generating function approach 21
Generating functions 521
generating sequences 466
Genetic selection problems 506 507
Gentle, J. E. 41 57 70 71
Geometric distribution 26 231 234 236-242 249 251 253 259 264 280 282-285 516 529 548 559
George, E. O. 278 279 287
Gerontidis, I. 41 53 70 71
Gessaman, M. P. 35 60
Ghosh, J. K. 341 371 473 483
Ghosh, M. 240 254 270 271 275 286 288 353 371 487 511
Ghurye, S. G. 272 275 279 280 288
Gibbons, J. D. 39 53 149 224
Gill, P. S. 499 511
Gilstein, C. Z. 119 143
Gini correlation 497
Gini statistic 446 454 458 460
Gini’s mean difference 497
Girshick, M. A. 41 42 53
Glick, N. 19 23 47 53 515 517 565
Glivenko — Cantelli theorem 640
Glivenko — Cantelli type convergence 363
Glivenko, V. 580 629
Gnanadesikan, R. 44 64
Gnedenko, B. 12 23 39 53 319 320 322 331 332 441 454 461 484 494 511
Godbole, A. P. 380 384
Godwin, H. J. 30 31 53 151 224
Goel, P. K. 492 506 510 511
Goldberger, A. S. 14 23
Goldie, Ch. M. 528 540 558 559 565
Gombay, E. 605 629
Gomes, M. I. 324 326 332 333 499 511
Gomez Gomez, T. 566
Gompertz 442
Gong, G. 443 461
Goodness-of-fit tests 18 25 43 45 150 261 272 274
Govindarajulu, Z. 32 35 45 47 53 151 152 161-164 171-173 222 224 231 255 292 295-297 299 305-307 309
Graph dependent models 330
Gravey, A. 11 143
Gray, J. B. 388 394 401
Greatest convex function 106 120
Greatest convex minorant principle 531
Grechanovsky, E. 4 24
Green, J. R. 43 53
Green, P. J. 497 510
Greenberg, B. G. 3 24 26 31 60 62 149 223 225 227 343 372
Greenwood, P. E. 614 629
Grigelionis, B. 629
Groeneveld, R. A. 33 48 113 118 142 143
Grossmann, W. 564
Grouping method 41 70
Grubbs, F. E. 29 53
Grudzien, Z. 19 23 531 539 565
Guilbaud, O. 498 506 508 511
Gulati, S. 559 565
Gumbel distributions 441 442 453 532 547
Gumbel probability paper 327
Gumbel, E. J. 10 23 26 32 39 40 41 53 118 143 150 224 302 309 326 329 332 535 565
Gumbel’s bivariate exponential distribution 490 494
Gunnink, J. L. 488 510
Gupta, A. K. 30 54 498 511
Gupta, R. C. 231 249 255 263 269 277 288 528 546 560 561 565
Gupta, S. S. 6 8 22 33 38 39 49 54 178 184 224
Gurenther, W. C. 35 53
Gurland, J. 389 402
Gust loads 39
Gut, A. 560 565
Gutenbrunner, C. 352 371
Guthrie, E. H. 37 55
Guthrie, G. L. 517 565
Guttman, I. 35 52 54
H jek, J. 483 614 629 644 645 687
H lder’s inequality 33 112 113 119 123 303
H sler, J. 287 308 329 331 332 566 568 570
H jek’s projection lemma 471
Haas, P. J. 560 565
Hadamard derivative 345
Hadamard differentiability 345 347 348 350 361
Hadi, A. S. 387 401
Haghighi — Taleb, D. 559 565
Hagwood, Ch 321 331
Hahn, G. J. 35 54
Haiman, G. 543 544 561 565 566
Haines, J. 36 60
Haj s, G. 270 288
Half logistic distribution 32 178 179 184
Half normal (chi) distribution 173
Hall, P. 323 332 443 453 461 475 479 482 483 492 506 509-511
Hall, W. J. 248 255 323 332
Halperin, M. 30 54
Hamedani, G. G. 274 286
Hampel, F. R. 18 21 29 48 54 150 222 476 478 478 483
Hannan, E. J. 42 54 64
Hardy, G. H. 75 87
Harmonic New Better than Used in Expectation (HNBUE) 368
Harrell, F. E. 498 511
Harter, H. L. 3 8 16 23 25 26 28 29-32 34 36-38 40 14 46 48 50 52 54-56 58 60 62 64 150 224
Hartley — David — Gumbel bounds 33
Hartley, H. O. 10 23 32 41 56 58 66 68 71 118 119 120 143 302 309
Hawkins, D. M. 29 56 63 117 118 143 150 224
Hazard function 321 354 355 365 366 527
Hazard measure 558
Hazard rate 89 90 95 96 101 102 320
Hazard rate ordering 90 91 94 95 98 101 102
Hazen, A. 40 56
Hegazy, Y. A. S. 43 53
Henshaw, R. C. Jr 42 56
Herzberg, A. M. 444 458 461
Hewett, J. E. 46 52
High level exceedances 442
High leverage 387
Hilbert spaces 126
Hill, B. M. 442 447 461
Hill, I. D. 205 227
Hinkley, D. V. 443 449 461
Ho, F. C. M. 70 71
Hoaglin, D. C. 29 56
Hoeffding, W. 11 23 45 56 154 225 257 288 309 338 363 371 591 598 629
Hoeffding-decomposition 363
Hoeffding’s Inequality 471
Hogg, R. V. 29 56 150 225
Hoglund, T. 476 484
Holland, B. 254
Hollander, M. 99 100 104 149 225 368 371
Holmes, P. T. 516 517 526 533 565 566
Holst, L. 476 484
Homogeneous Poisson process 545 560
Homoscedasticity 336
Hoppe, F. M. 51
Horn, P. S. 41 56 68 71
Horv th, L. 574-577 582 583 585-592 594 597 598 600 605 607 608 612 622 623 625 626 628 629 635-637 640 643-645 648 649 653-657 659 674 678 679 682 685 686
Hosking, J. R. M. 14 23
Hossein, M. G. 490 511
Hotelling, H. 41 42 56
Houchens, R. L. 487 511
Hsu, P. L. 42 56
Huang, J. S. 11 23 194 225 255 257 266 270 271 275 288 290 294-296 309 420 438 559 566
Huang, W. J. 559 566
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