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Li M., Vitanyi P. — An introduction to Kolmogorov complexity and its applications
Li M., Vitanyi P. — An introduction to Kolmogorov complexity and its applications



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Название: An introduction to Kolmogorov complexity and its applications

Авторы: Li M., Vitanyi P.

Аннотация:

Written by two experts in the field, this book is ideal for advanced undergraduate students, graduate students, and researchers in computer science, mathematics, cognitive sciences, philosophy, artificial intelligence, statistics, and physics. It is self-contained in that it contains the basic requirements from mathematics and computer science. Included are also numerous problem sets, comments, source references, and hints to solutions of problems, as well as a great deal of new material not included in the first edition.


Язык: en

Рубрика: Математика/

Серия: Посвящена 110-летию со дня рождения Колмогорова Андрея Николаевича

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: second edition

Год издания: 1997

Количество страниц: 637

Добавлена в каталог: 10.12.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Symmetry of information, algorithmic      182 182 229 238
Symmetry of information, algorithmic C-      188
Symmetry of information, algorithmic K-      233 229—237
Symmetry of information, algorithmic Kc-      236
Symmetry of information, for $K_{\mu}$      303
Symmetry of information, resource-bounded      474
Symmetry of information, stochastic      70 303
Szemeredi, E.      439 442 456
Szilard engine      567
Szilard, L.      567 588
Tang, S.      494
Tarjan, R.      416
test      129 129 134 186 311
Test, Bernoulli      135 136
Test, Bose — Einstein distribution      260
Test, Cauchy's condensation test      83
Test, confidence interval of      128
Test, critical region of      127 130
Test, Fermi-Dirac distribution      260—261
Test, in statistics      86 127 156
Test, integral      214 288
Test, Levin's      223
Test, Martin — Loef      129
Test, martingale      293
Test, P-      129
Test, pseudo randomness      49
Test, ptime-pseudorandom      468
Test, randomness      295
Test, reference universal for uniform distribution      133
Test, sequential      141 186 468
Test, sequential $\mU-$      141
Test, sequential Bernoulli      155
Test, sequential for uniform distribution      141
Test, sequential Martin-Loef      141
Test, sequential martingale      294
Test, sequential ptime-      468
Test, significance level of      128
Test, Solovay randomness      221
Test, statistical      263
Test, sum      257
Test, testing for randomness      128
Test, universal      130 131 186 209 210 259 262 263 311
Test, universal Bernoulli      135
Test, universal for arbitrary computable P      210
Test, universal for uniform distribution      132 210 259
Test, universal integral      214
Test, universal martingale      294 292—295 297 305
Test, universal sequential      142 186 210 214 304
Test, universal sequential Bernoulli      155
Test, universal sequential for the uniform measure      144
Test, universal sequential martingale      294
Test, universal sum      257 257—262
Test, universal uniform      156
Thackeray, W.M.      295
Theorem, Basic of RE Sets      42
Theorem, binomial      9
Theorem, Blum Speed-up      476
Theorem, Chinese remainder      118
Theorem, Coding      253 253 256 257 266 267 279 282—284 310
Theorem, Coding, Continuous Version      282
Theorem, Conditional Coding      255
Theorem, Entropy Uniqueness      81
Theorem, Enumeration      31 42
Theorem, Equality Stochastic Entropy and Algorithmic Complexity      180
Theorem, Fermat's last      172 218
Theorem, Fine      135
Theorem, Hierarchy      47
Theorem, Incompleteness      3 34 35 170 187
Theorem, Incompressibility      109
Theorem, Invariance      90—92 96 97 185 190 193 235
Theorem, Invariance for K      185
Theorem, Invariance Instance Complexity      496
Theorem, Invariance Uniform Complexity      124
Theorem, Invariance, for $C^{t,s}$      460
Theorem, Jones — Matijasevich      224 225
Theorem, Kamae      119 174 204
Theorem, KC-Characterization      423
Theorem, Liouville      561 575
Theorem, McMillan — Kraft      82 196
Theorem, Myhill — Nerode      421
Theorem, Noiseless Coding      75 77 78 88 191 257 259 355 523
Theorem, Noncomputability      120
Theorem, Occam's Razor      340 341 347 349 350 374
Theorem, prime number      17 83 478
Theorem, Recursion      46 126
Theorem, s-m-n      41 41 42
Theorem, Savitch's      494
Theorem, Submartingale Convergence      298 332
Theorem, Symmetry of Information (AT-version)      232 233
Theorem, Symmetry of Information (C- version)      182
Theory, axiomatizable      34 168—170 178
Theory, consistent      34
Theory, decidable      34
Theory, sound      34 168—170 178
Thermodynamics, first law      554
Thermodynamics, of computation      528—552
Thermodynamics, second law      554
Thermodynamics, statistical      558
Thomas, J.A.      88 185 300 314 373
Thompson, C.D.      448
Thurston, W.      417
Tikhomirov, V.M.      90
Time-energy tradeoff      553
Todt, G.      46
Toffoli, T.      586
Torenvliet, L.      494
Tournament      389 389—392
Transitive      389
Tromp, J.T.      5 84 218 237 266 368 416 502 587
Turan, G.      442
Turing degree      176
Turing's thesis      24
Turing, A.M.      24 33 41 86 185
Tyszkiewicz, J.      274 457
Ullman, J.D.      454
Undecidable statement      35 168—170
Uniform limit      123
Upper bounds, carry sequence      382—383
Upper bounds, combinatorics      389—396
Upper bounds, covering families      395
Upper bounds, routing in networks      405—407
Upper bounds, tournaments      389
Uspensky, V.A.      91 92 118 150 185 187 197 212 238 268 312 313 520
USSR, research in former      186
Valiant learning model      339—350
Valiant, L.G.      87 339 350 374 396 485 486
van Lambalgen, M.      87 187 216 220 221 311 453
Vapnik, V.N.      374
Variation      8
Vazirani, U.      374 457
Vazirani, V.      457 485
Ville, J.      53 57 87 311 313
Vitanyi, P.M.B.      17 86 117 187 272 310 344 348—350 373—375 395 403 405 409 425 426 438 440 443 453—456 509 519 537 553 587 588
VLSI complexity      447
von Mises, R.      20 49—51 53 55—57 59 87 89 91 134 136 148 151 155—157 295 313 372
von Neumann, J.      ix 49 56 86 382 452 528 586
Von Smoluchowski, M.      57
Vovk, V.G.      244 304 306 368 373 375
V’yugin, V.V.      119 185 186 212 267 306 308 312 453
Wagner, K.W.      494
Wald, A.      53 87 157
Wallace, C.S.      351 375—377
Wallman, H.      126
Wang, J.      518
Wang, W.G.      520
Wang, Y.      516
Warmuth, M.      349 373 374 411
Watanabe, O.      197 475 494 495 499 501 502 517 518 520
Wax, M.      376
Wechsung, G.      519
Wegman, M.      373
Weiss, B.      58
Weiss, S.      420
Whitehead, A.N.      170
Wiering, M      519
Wigderson, A.      447 453 456
Wiles, A.      172
Williams, J.W.J.      412 454
Willis, D.G.      303 308
Wood, D.      416
Word, finite      see “String”
Word, infinite      see “Sequence”
x*: first shortest program for x in enumeration order      102
x: finite sequence of elements of B      12
Yamanishi, K.      368 375 376
Yang, E.      528
Yang, Q.      420
Yao, A.      430 456
Yee, C.N.      376
Yesha, Y.      431 447 453 456
Young, P.      500
Yu, B      376
Yu, S.      426
Zambella, D.      221
Zator Company      89 309
Zeitman, R.Z.      45
Zhang, L.      416 452
Zimand, M.      457
Zurek, W.H.      527 532 586—589
Zvonkin, A.K.      86 125 178 184 186—188 237 300 308 311 313 472 516
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