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| Ïîèñê ïî óêàçàòåëÿì |
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| Lawless J.F. — Statistical Models and Methods for Lifetime Data |
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| Ïðåäìåòíûé óêàçàòåëü |
Owen, A, B. 88 551 601
Owen, D.B. 235 257 601
O’Brien, P.C. 587
O’Fallon, J.R. 587 .
O’Quigley, J 389 600 601
O’Reilly, F.J. 481 601
O’Sullivan, F. 109 137 601
O’Sullivan, M. 5 87
Paired data 264—265 391—392 498—500 523—524
Palacios, P.T. 578
Panjer, H.H. 594
Pareto distribution, generalized 43 45
Park, H.-L 428 601
Park, J. 597
Partial likelihood 61 349—350 552
Partial likelihood, efficiency 390 393
Pawitan, Y 525 545 601 604
Peace, K. 388 390 428 601
Pearson, E.S. 481 601
Pena, E.A. 137 329 470 471 485 486 579 590 601
Peng, L. 589
Pepe, M.S. 428 524 601 602
Performance measures 519
Persson, T. 257 602
Pessione, P. 389 601
Petersen, J.H. 523 602
Peterson, A.V. 137 455 602 603
Petkau, A J. 428 594
Peto, J. 388 428 602
Peto, R. 75 138 352 388 409 428 602
Petrosiari, V. 138 585
Pettitt, A.N. 389 602
Pfegibon, D. 589
Phadia, E.G. 137 586
Piantadosi, J. 200 602
Piecewise constant hazards (piecewise exponential) model 30—32 141 323—324 330 384—386 389 439—441 453—455 524
Piecewise polynomial models 172—174 200 387 389
Pierce, D.A. 201 260 267 389 469 470 483 485 486 580 589 594 602607
Pike, M.C. 39 40 140 187 188 201 455 602
Planning studies 71—74 200 252
Planning studies with exponential models 157—164
Planning studies with location-scale models 252—257 308—311
Planning studies with Weibull models 255—257 268
Pocock, S.J. 589
Poisson process 43 532
Polynomial hazard function models 32 172 200
Population-average effects 504—507
Power law model 271 278 299
Power of tests 158—164 254—255
Predictable process 567—568
Prediction 194 201
Prediction, Bayesian 199—201 209 266—267
Prediction, calibration 196—198 201
Prediction, pivotal quantities and 194—195 265—266
Prediction, plug-in method 194—195
Prediction, prediction intervals 194—195 203 265—267
Prentice, R.L. 6 29 39 40 44 75 248 258 265 312 313 317 329 370 379 388 389 392 397 408 409 411 415 428 430 455 456 498 516 523 524 552 575 579 581 586 590 593 602 603
Press, W.H. 555 603
Primary biliary cirrhosis 422—424 575
Pritscher, L. 137 389 608
Probability plots 99—109 137
Probability plots, classic 108—109
Probability plots, for exponential distribution 100
Probability plots, for extreme value and Weibull distributions 100—102 104—107
Probability plots, for log-logistic and logistic distributions 101 104
Probability plots, for log-normal and normal distributions 101—102 (see also “Graphical methods”)
Product integral 12—13 39
Product integral and lifetime models 13—14 60 84—85
Product-limit estimate 80 136
Product-limit estimate, and estimation of mean lifetime 98 137
Product-limit estimate, and Nelson-Aalen estimate 84—85 97
Product-limit estimate, as an m.l.e 83—85
Product-limit estimate, asymptotic properties 95—98 136—137
Product-limit estimate, plots of 81—82 93—94 98—99
Product-limit estimate, relationship to life table 129
Product-limit estimate, variance estimation 82 97
Proportional hazards (Cox) model 341—342 388
Proportional hazards (Cox) model, and competing risks 449—453
Proportional hazards (Cox) model, and log-rank test 346 388
Proportional hazards (Cox) model, and martingales 350—351 359—360 388 391
Proportional hazards (Cox) model, and maximum likelihood 348—351 384—389 396
Proportional hazards (Cox) model, and partiallikelihood 349—350
Proportional hazards (Cox) model, and piecewise-constaht hazards 384—386 389 453—455
Proportional hazards (Cox) model, comparison of distributions under 344—348 357—358 388 394—395
Proportional hazards (Cox) model, estimation of baseline distribution 352—354
Proportional hazards (Cox) model, estimation of regression parameters 342—343 363—370
Proportional hazards (Cox) model, fully parametric models 273 323—324
Proportional hazards (Cox) model, grouped data from 370—375 378—379 389
Proportional hazards (Cox) model, influence analysis 360—361
Proportional hazards (Cox) model, interval-censored data 387—389
Proportional hazards (Cox) model, misspecification 362 398—399
Proportional hazards (Cox) model, model checks 358—363 363—370 389 484—486
Proportional hazards (Cox) model, residual analysis 358—361 389 392—393
Proportional hazards (Cox) model, reverse time 397
Proportional hazards (Cox) model, stratification 354—355 391—392
Proportional hazards (Cox) model, ties in data 351—352
Proportional hazards (Cox) model, time-varying Covariates 355—358 388
Proportional hazards (Cox) model, truncated data 355 397—398
Proportional odds model 328 331
Proschan R 39 42 44 202 477 492 579 603
Pulmonary exacerbations 5 92—94 279—283 291—292 305—306 363—367 492—493 509—512 571
Pyke, R. 479 603
Quality of life 523 525
Quantile Plots see “Probability plots”
Quantiles 9
Quantiles, function 100
Quantiles, nonparametric estimation of 93—95
Quantiles, parametric estimation of 167—170 295 300
Quantin, C. 484 603
Radiation effects 263 445—447
Ramlau-Hansen, H. 109 137 603
Ramsay, J.O. 577
Random effects 34 45 497—498 523
Rank statistic 348
Rank tests 402—420 428
Rank tests, comparison of distributions 402—420 428
Rank tests, counting process formulations 413—416 428
Rank tests, efficiency 416—417 (see also “Log-rank test” “Rank-based “Wilcoxon
Rank tests, with censored data 408—420
Rank-based estimation methods 401—402 428—429 432
Rank-based estimation methods, and counting processes 413—416 428
Rank-based estimation methods, and location-scale models 401—406
Rank-based estimation methods, and location-scale regression 420—428
Rank-based estimation methods, and proportional hazards regression 348—349
Rank-based estimation methods, with time-varying covariates 424—426 429
Rao, C.R. 539 545 603
Rayleigh distribution see “Linear hazard function distribution”
Rayner, J. 469 470 485 603
Recurrent events 524 532
Regression models and methods 34—37 40 269—274 329—330 401—402
Regression models and methods, accelerated failure time (AFT) 270—271 320—321 329
Regression models and methods, additive hazards 273 325
Regression models and methods, and interval-censored data 387—389
Regression models and methods, conditional confidence intervals in 296 332—333 335
Regression models and methods, discrete data 382—383
Regression models and methods, exponential 35 332—333
Regression models and methods, extreme value and Weibull 270—273 296—303
Regression models and methods, generalized linear models 372—373 382—383
Regression models and methods, generalized log-Burr 312—317 319—320
Regression models and methods, generalized log-gamma 312—317
Regression models and methods, graphical methods 274—283 288—292
Regression models and methods, grouped data 370—381
Regression models and methods, in multivariate distributions 498—500 503—504
Regression models and methods, influence analysis 287—288 329 360—361 389
Regression models and methods, inverse Gaussian 325 330
Regression models and methods, least squares estimation 306—308 336 427
Regression models and methods, linear models 306—308 401
Regression models and methods, location-scale models 35 270—271 292—296 306—308 329 401—402
Regression models and methods, log-location-scale models 35 270—271
Regression models and methods, logistic and log-logistic 303—306
| Regression models and methods, mixtures 274 326—327 330
Regression models and methods, model assessment 283 482—485
Regression models and methods, multiplicative hazards 35 322
Regression models and methods, normal and log-normal 303—306
Regression models and methods, parametric-models 35 269—274
Regression models and methods, piecewise-constant hazards (piecewise exponential) 323—324 330 384—386 389 453—455
Regression models and methods, proportional hazards (PH) 35 271—273 322—324 341—342
Regression models and methods, proportional odds 274 328 331
Regression models and methods, rank-based estimation 348—349 420—427
Regression models and methods, residual analysis 283—286 329 358—363 389
Regression models and methods, robustness 306—308
Regression models and methods, semiparametric (PH) models 35 341—342 449—450
Regression models and methods, semiparametric AFT and location-scale models 401—402 420
Regression models and methods, time-transformation 320—321 327—328 339
Regression models and methods, variable scale parameters 317—320 330 “Location-scale “Proportional
Regression models and methods, with time-varying covariates 35—36 320—321 330
Reid, C.B. 594
Reid, N. 389 551 603
Reiser, B. 586
Rejto, L. 609
Reliability 39
Reliability function see “Survivor function”
Reliability, demonstration 253—258
Reliability, standards 200 258
Renewal process 78
Residuals 283—286 329
Residuals, exponential or hazard-based 286 359—360 485
Residuals, in regression models 283—286 359—360
Residuals, martingale 358—360 485—486
Residuals, plots 288—292 360—362 364—366
Residuals, Schoenfeld 362—363
Residuals, score 360—361
Residuals, uniform 482
Residuals, with censored data 283—286 358—360
Reverse time 121 397
Rice, J. 137 603
Richards, F.S.G. 548 603
Richardson, S. 588
Riemann — Stieltjes integral 11
Rijal, O 583
Ripley, B, D. 139 608
Risk indicator 58
Risk set 342
Ritov, Y. 427 429 580 603
Rivest, L.-R 588
Robins, J. 429 603
Robust variance estimates 423—424
Robustness 147 202—203 243 306—308
Rockafellar, R.T. 332 603
Rockette, H. 187 201 603
Rogers, W.H. 589
Rohwer, G. 40 580
Rootzen, H. 257 602
Rosati, R.A. 596
Rosenberg, P.S. 40 109 137 173 604
Rosenblatt, M. 137 603
Ross, S.M. 30 78 514 521 604
Rubin, D.B. 66 588 597
Rubinstein, L.V. 163 200 604
Rueda, R. 481 601
Ryan, L.M. 75 128 138 142 200 206 330 389 524 580 582 597
Ryan, T.P. 329 604
Sacher, G.A. 138 144 604
Sample size determination 157 160 254 428
Sampling inspection see “Acceptance sampling”
Santner, T.J. 587 604
Sarhan.A.E. 108 257 604
Sarripford, M.R. 264 265 604
Saunders, S.C. 40 580
Savage, I.R. 346 428 604
Saw, S.L.C. 579
Schafer, R.E. 239 242 257 598 604
Schafft, H.A. 267 604
Scheike, T.H. 587 593
Schenkelberg, F. 525 609
Scheuer, E.M. 598
Schfnee, J. 161 200 215 222 231 232 257 581 601 604
Schlattmann, P. 580
Schneider, H. 258 329 604 609
Schoenfeld, D.A. 362 389 428 484 596 604
Scholz, F.W. 137 604
Schumacher, M. 417 428 589 604
Score statistic 61 546
Score statistic, asymptotic distribution 546—547
Score statistic, score tests 344 347 403—406 “Maximum “Estimating
Scorer, B.E. 389 393 584 605
Seal, H.L. 455 456 604
Seber, G.A.F 329 548 557 604
Segall, A. 521 604
Selection mechanisms and effects 51 67—71 78 177—181
Self, S.G. 388 525 551 591 596 603 604
Sellke, T. 428 605
Semiparametric models see “Models”
Sensitivity analysis 249
Senthilselvan, A. 137 578
Sequences of lifetimes 37 507—512
Sequential methods 161 200
Serfling, R.J. 545 605
Severini, T. 545 605
Shapiro — Wilk test 480
Shapiro, S.S. 480 605
Sheffield, T.S. 239 242 257 604
Shelf life 64
Shellabarger, C.J. 338 604
Shi, M. 519 522 525 605
Shiboski, S. 138 592
Shih, J.H. 524 605
Shorack, G.R. 467 485 605
Shott, J.D. 604
Sidak, Z. 349 401 403 405 428 589
Siddiqui, M.M. 32 42 200 581 588
Siegmund, D. 428 605
Silvapulle, M.J. 200 307 329 332 605
Silverman, B.W. 109 113 589
Simulation 557—560
Simulation and bootstrap methods 557—560
Simulation and estimation 218 228
Simulation and hypothesis tests 238—239 468 475—476
Simulation and planning.studies 252 256 308 310
Simulation and prediction 196—199 203 266
Singh, M. 479 482 607
Singhal, K. 330 333 595
Singpurwalla, N.D. 522 525 598 605
Sinha, D. 591
Skouras, K. 201 605
Smith P.G. 602
Smith, A.F.M. 607
Smith, P.J. 427 429 591
Smith, R.L. 201 313 315 584 605 608
Smoothing 109—115 (see also “Kernel density estimates” “Splines”)
Smyth, G.K. 330 605
Snell, E.J. 329 372 583
Sobczyk, K. 525 605
Sobel, M. 75 158 161 200 586
Software xv 40 138—139 201 258 330 390 429 525—526 555—557
Sorensen, T.I.A. 601
Spacings 476 478
Spearman’s rho 526
Spiegelhalter, D.I. 588
Spiekerman, C.F. 484 486 524 525 596 605
Splines 32 200
Splines, cubic 32 113—114
Splines, regression 109 114 137 173—174
Splines, smoothing 113—114
Sprott, D.A. 149 200 202 349 550 551 593 605
Stacy, E.W. 39 605
Stafford, J.E. 138 585
Staggered entry 53
Stallard, E. 456 598 608
Staton, T.C. 604
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