Handbook of Sequential AnalysisCRC Press, 24 d’abr. 1991 - 664 pàgines Sequential analysis refers to the body of statistical theory and methods where the sample size may depend in a random manner on the accumulating data. A formal theory in which optimal tests are derived for simple statistical hypotheses in such a framework was developed by Abraham Wald in the early 1 |
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III | 1 |
IV | 5 |
V | 7 |
VI | 10 |
VII | 14 |
VIII | 21 |
X | 22 |
XI | 24 |
XCII | 360 |
XCIII | 363 |
XCIV | 364 |
XCV | 366 |
XCVI | 370 |
XCVII | 371 |
XCVIII | 374 |
XCIX | 375 |
XII | 29 |
XIII | 31 |
XIV | 36 |
XVI | 39 |
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XVIII | 47 |
XIX | 48 |
XX | 52 |
XXI | 53 |
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XXIV | 60 |
XXV | 64 |
XXVI | 67 |
XXVII | 75 |
XXVIII | 94 |
XXIX | 107 |
XXX | 108 |
XXXI | 114 |
XXXII | 121 |
XXXIII | 124 |
XXXIV | 128 |
XXXV | 131 |
XXXVI | 139 |
XXXVII | 142 |
XXXVIII | 145 |
XXXIX | 146 |
XL | 150 |
XLI | 152 |
XLII | 157 |
XLIII | 160 |
XLIV | 163 |
XLV | 166 |
XLVI | 169 |
XLVII | 171 |
XLVIII | 186 |
XLIX | 196 |
L | 199 |
LI | 200 |
LII | 215 |
LIII | 225 |
LIV | 229 |
LV | 230 |
LVI | 232 |
LVII | 240 |
LVIII | 243 |
LIX | 245 |
LX | 246 |
LXI | 247 |
LXII | 250 |
LXIII | 253 |
LXIV | 257 |
LXV | 259 |
LXVI | 264 |
LXVII | 269 |
LXVIII | 271 |
LXIX | 278 |
LXX | 279 |
LXXI | 283 |
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LXXIV | 294 |
LXXV | 299 |
LXXVI | 304 |
LXXVII | 308 |
LXXVIII | 313 |
LXXXII | 314 |
LXXXIII | 319 |
LXXXIV | 325 |
LXXXV | 328 |
LXXXVI | 331 |
LXXXVIII | 333 |
LXXXIX | 344 |
XC | 352 |
XCI | 357 |
C | 377 |
CIII | 381 |
CIV | 382 |
CV | 383 |
CVI | 386 |
CVII | 394 |
CVIII | 400 |
CIX | 402 |
CX | 407 |
CXI | 408 |
CXII | 411 |
CXIII | 412 |
CXIV | 416 |
CXV | 419 |
CXVI | 420 |
CXVII | 423 |
CXVIII | 426 |
CXIX | 427 |
CXX | 429 |
CXXI | 430 |
CXXII | 433 |
CXXIII | 436 |
CXXIV | 438 |
CXXV | 441 |
CXXVI | 444 |
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CXXVIII | 457 |
CXXIX | 459 |
CXXX | 461 |
CXXXI | 464 |
CXXXII | 468 |
CXXXIII | 473 |
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CXXXV | 475 |
CXXXVIII | 476 |
CXXXIX | 477 |
CXL | 479 |
CXLI | 487 |
CXLII | 488 |
CXLIII | 503 |
CXLIV | 505 |
CXLV | 516 |
CXLVI | 518 |
CXLVII | 524 |
CXLVIII | 525 |
527 | |
CL | 531 |
CLI | 532 |
CLII | 539 |
CLIII | 544 |
CLIV | 553 |
CLV | 560 |
CLVI | 563 |
CLVII | 564 |
CLVIII | 571 |
CLIX | 574 |
CLX | 578 |
CLXI | 581 |
CLXII | 583 |
CLXIII | 585 |
CLXIV | 587 |
CLXVI | 590 |
CLXVII | 593 |
CLXVIII | 594 |
CLXIX | 600 |
CLXX | 606 |
CLXXI | 608 |
CLXXII | 613 |
CLXXIII | 617 |
CLXXIV | 619 |
CLXXV | 625 |
CLXXVI | 629 |
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Frases i termes més freqüents
A.P.O. rule approximation Armitage assumed asymptotically optimal b₁ Bayes Bechhofer Biometrika boundary clinical trials confidence intervals confidence region consider convergence cusum decision defined denote density error probabilities example expected sample exponential family finite fixed fixed-sample Ghosh given group sequential tests H₂ hypotheses invariant Lemma likelihood ratio Lorden loss function Math matrix minimax minimizing Mukhopadhyay multivariate N₁ nonparametric normal distribution optimal stopping P₁ parameter population probability ratio test problem properties R₁ random variables regression renewal theory repeated significance tests risk risk function Robbins scheme Section selection sequence sequential analysis sequential confidence sequential design sequential estimation sequential methods sequential probability ratio sequential procedure Siegmund SPRT Statist stopping bounds stopping rule t₁ Theorem theory treatment two-stage type I error unknown variance vector versus H₁ Wald Wald's Wiener process Woodroofe X₁ Y₁
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