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| Авторизация |
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| Поиск по указателям |
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| Grinstead C.M., Snell J.L. — Introduction to Probability |
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| Предметный указатель |
 , estimation of 43—46
Absorbing Markov chain 415
Absorbing state 416
AbsorbingChain (program) 421
Absorption probabilities 420
Ace, Mr. 241
Ali 178
Alleles 348
AllPermutations (program) 84
Anderson, C.L. 157
Annuity 246
Annuity, life 247
Annuity, terminal 247
arc sine laws 493
Area, estimation of 42
Areabargraph (program) 46
Asymptotically equal 81
Baba 178
Babies 14 250
Banach's Matchbox 255
Bar-Hiller, M. 176
Barnart, R. 11
Barnes, B. 175
Bayer, D. 120
Bayes (program) 147
Bayes probability 136
Bayes' formula 146
Bayes, T. 149
Beard 153
Bell-shaped 47
Benford distribution 195
Benkoski, S. 40
Bernoulli trials process 96
Bernoulli, D. 227
Bernoulli, J. 113 149 310—312
Bertrand's paradox 47—50
Bertrand, J. 49 181
BertrandsParadox (program) 49
Beta density 168
Bienayme, I. 310 378
Biggs, N.L. 85
Binary expansion 69
Binomial approximating 329
Binomial coefficient 93
Binomial distribution 99 184
Binomial theorem 103
BinomialPlot (program) 99
BinomialProbabilities (program) 98
Birthday (program) 78
Birthday problem 77
Blackjack 247 253
Blood test 254
Bose — Einstein statistics 107
Box paradox 181
Box, G.E.P. 213
Boxcars 27
Brams, S. 179 182
Branch (program) 382
Branching customer 394
Branching process 377
BranchingSimulation (program) 388
Bridge 181 182 199 203 287
Brown, B.H. 38
Brown, E. 425
Buffon's needle 44—46 51—53
Buffon, G.L. 9 44 50—51
BuffonsNeedle (program) 45
Bus paradox 164
calendar 38
Cancer 147
Canonical form of an absorbing Markov chain 417
CAR 137
Cardano, G. 30—31 110 249
Cars on a highway 66
Casanova, G. 11
Cauchy density 218 401
cells 347
Central limit theorem 325
Central Limit Theorem, for Bernoulli Trials 330
Central Limit Theorem, for Binomial Distributions 328
Central Limit Theorem, for continuous independent trials process 358
Central Limit Theorem, for discrete independent random variables 345
Central Limit Theorem, for discrete independent trials process 343
Central Limit Theorem, for Markov Chains 464
Central Limit Theorem, proof of 398
Chain letter 389
Characteristic function 398
Chebyshev inequality 305 316
Chebyshev, P.L. 313
Chi-squared density 216 296
Chicago World's Fair 52
Chord, random 47 54
Chromosomes 348
Chu, S.-C. 110
Chung, K.L. 153
Circle of Gold 389
Clinton, B. 196
Clover-leaf interchange 39
CLTBernoulliGlobal 332
CLTBernoulliLocal (program) 329
CLTBernoulliPlot (program) 327
CLTGeneral (program) 345
CLTIndTrialsLocal (program) 342
CLTIndTrialsPlot (program) 341
Coates, R.M. 305
CoinTosses (program) 3
Collins, People v. 153 202
Color-blindness 424
Conditional density 162
Conditional distribution 134
Conditional expectation 239
Conditional probability 133
Condorcet, Le Marquis de 12
Confidence interval 334 360
Conjunction fallacy 38
Continuum 41
Convolution 286 291
Convolution of binomial distributions 289
Convolution of Cauchy densities 294
Convolution of exponential densities 292 300
Convolution of geometric distributions 289
Convolution of normal densities 294
Convolution of standard normal densities 299
Convolution of uniform densities 292 299
Conway, J. 432
Cramer, G. 227
Craps 235 240 468
Craps (program) 235
Crossen, C. 161
Crowell, R. 468
Cumulative distribution function 61
Cumulative joint 165
Customer branching process 394
Cut 120
Dartmouth 27
Darts 56 57 59 60 64 71 163 164
Darts (program) 58
David, F.N. 32 86 337 489
de Mere, Chevalier 4 31 37
de Moivre, A. 37 88 148 336 489
de Montmort, P.R. 85
Degrees of freedom 217
DeMere1 (program) 4
DeMere2 (program) 4
Density function 56 59
Density, beta 168
Density, Cauchy 218 401
Density, chi-squared 216 296
Density, conditional 162
Density, exponential 53 66 163 205
| Density, gamma 207
Density, joint 165
Density, log normal 224
Density, Maxwell 215
Density, normal 212
Density, Rayleigh 215 295
Density, t- 360
Density, uniform 60 205
Derangement 85
Diaconis, P. 120 251
Die (program) 225
Die Test (program) 297
Distribution function 1 19
Distribution, Benford 195
Distribution, binomial 184
Distribution, geometric 184
Distribution, hypergeometric 193
Distribution, joint 142
Distribution, marginal 143
Distribution, negative binomial 186
Distribution, Poisson 187
Distribution, properties of 22
Distribution, uniform 183
DNA 348
Doeblin, W. 449
Doyle, P.G. 87 470
Drunkard's Walk example 416 419—421 423 427 443
Dry Gulch 279
Edwards, A.W.F. 108
Eexistence of God 245
Egypt 30
Ehrenfest model 410 433 441 460 461
Ehrenfest, P. 410
Ehrenfest, T. 410
EhrenfestUrn (program) 462
Eisenberg, B. 160
Elevator 89 116
Emile's restaurant 75
Engle, A. 445
Envelopes 179 180
Epstein, R. 287
Equalization 472
Equalizations, expected number of 479
Ergodic Markov chain 433
ESP 250 251
Euclid 85
Euler's formula 202
Eulerian number 127
Event 18
Events, attraction of 160
Events, independent 139 164
Events, repulsion of 160
Expected value 226 268
Exponential density 53 66 163 205
Extinction, problem of 379
Factorial 80
Fair game 241
Falk, R. 161 176
Fall 131
Fallacy 38
Feller, W. 11 106 107 191 201 218 254 344
Fermat, P. 4 32—35 112—113 156
Fermi — Dirac statistics 107
Figurate numbers 108
Financial records suspicious 196
Finite additivity property 23
Finn, J. 178
First Fundamental Mystery of Probability 232
First maximum of a random walk 496
First return to the origin 473
Fisher's Exact Test 193
Fisher, R.A. 252
Fixed column vector 435
Fixed points 82
Fixed row vector 435
FixedPoints (program) 82
FixedVector (program) 437
Flying bombs 191 201
Fourier transform 398
Frechet, M. 466
Frequency concept of probability 70
Frustration solitaire 86
Fundamental Limit Theorem for Regular Markov Chains 448
Fundamental matrix 419
Fundamental matrix, for a regular Markov chain 457
Fundamental matrix, for an ergodic Markov chain 458
Galambos, J. 303
Galileo, G. 12
Gallup Poll 14 336
Galton board 99 351
Galton, F. 281 345 350 377
GaltonBoard (program) 99
Gambler's ruin 426 486 487
Gambling systems 241
Gamma density 207
Gardner, M. 181
Gas diffusion, Ehrenfest model of 410 433 441 460 461
Geller, S. 176
GeneralSimulation (program) 9
Generating function for continuous density 394
Generating function, moment 366 395
Generating function. ordinary 370
Genes 348 411
Genetics 345
Genotypes 348
Geometric distribution 184
Geometric series 29
Ghosh, B.K. 160
Goat 137
Gonshor, H. 425
Gosset, W.S. 360
Grade point average 343
Graham, R. 251
Granberg, D. 161
Graunt, J. 246
Greece 30
Gridgeman, N.T. 51 181
Grinstead, C.M. 87
Gudder, S. 160
Hacking, I. 30 148
Hamming, R.W. 283 284
Hanes data 345
Hangtown 279
Hanover Inn 65
Hard drive, Warp 9 66
Hardy — Weinberg law 349
Harmonic function 428
Harvard 27
Hat check problem 82 85 105
Heights, distribution of 345
Helium 107
Heyde, C. 378
Hill, T. 196
Holmes, Sherlock 91
HorseRace (program) 6
Hospital 14 250
Howard, R.A. 406
HTSimulation (program) 6
Hudde, J. 148
Huizinga, F. 389
Huygens, C. 147 243—245
Hypergeometric distribution 193
Hypotheses 145
Hypothesis testing 101
Inclusion-Exclusion Principle 104
Independence of events 139 164
Independence of random variables 143 165
Independence of random variables mutual 143 165
Independence, mutual 141
Independent trials process 144 168
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