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Chung K.L., Walsh J.B. — Markov Processes, Brownian Motion, and Time Symmetry
Chung K.L., Walsh J.B. — Markov Processes, Brownian Motion, and Time Symmetry



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Название: Markov Processes, Brownian Motion, and Time Symmetry

Авторы: Chung K.L., Walsh J.B.

Аннотация:

This excellent book is based on several sets of lecture notes written over a decade and has its origin in a one-semester course given by the author at the ETH, Zurich, in the spring of 1970. The author's aim was to present some of the best features of Markov processes and, in particular, of Brownian motion with a minimum of prerequisites and technicalities. The reader who becomes acquainted with the volume cannot but agree with the reviewer that the author was very successful in accomplishing this goal...The volume is very useful for people who wish to learn Markov processes but it seems to the reviewer that it is also of great interest to specialists in this area who could derive much stimulus from it. One can be convinced that it will receive wide circulation.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: Second Edition

Год издания: 2005

Количество страниц: 432

Добавлена в каталог: 04.06.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Reduite, interior      377 384
Reference measure      112 415 417
Reflection principle      153
Regular diffusion      248
Regular domain      165
Regular point      97
Regular, excessive      386
Regular, supermedian      265
Regularization      82
Remote field      144
Resolvent      46 250
Resolvent equation      83 250
Reversal of time, reverse process      183
Reversal operator      353
Reversal time      337
Riesz decomposition      118 380
Riesz potentials      226 231
Right continuity      240
Right continuity of augmented fields      61
Right continuity of excessive function on paths      101
Right continuity of fields      12
Right continuity of supermartingales      29 32
Right-regular      279
Robin's problem      213
S      250
S(G)      269 270
Schroedinger equation      202
Semiconductor      342
Semigroup      6
Semipolar      110 361
Separable process      78
Sharpe,M.      335 341
Shift      8 321
Shih, C.T.      341
Sits      375
Smythe,R.T.      319 341 420
Spatial homogeneity      137
Stable chain      297 301
Stable state      79 248 295
Standard process      246 277 288
State, instantaneous      248 295 296
State, stable      79 248 295
State, sticky      300
Stochastic process      2
Strauss, R.      336
Strong Feller property      129
Strong Markov property      57 256 294
Strong subadditivity      89 228
Strongly subadditive      388
Submarkovian      9
Subprocess      336
Superaveraging function      45
Superharmonic function      174
Superharmonic function and excessive function      178
Superharmonic function and supermartingale      175ff 182
Superharmonic function, characterizations      187
Superharmonic function, continuity on paths      183
Superharmonic function, minimum principle      187
Supermartingale      24ff 236
Supermedian      250 266 267 270 272 279 280
Supermedian measure      349
Supermedian, regular      265
Superpotential      36
Support      375
Symmetric difference      389
t-equivalent      353 359
Terminal time      338 358 419
Terminal time, associated      339
Theorem section      238 240 295 385 392
Theorem, Choquet      387
Theorem, Dellacherie      113
Theorem, Doob      30 184 189
Theorem, Gauss — Koebe      156
Theorem, Harnack      158
Theorem, Meyer      32
Theorem, Picard      161
Thin      110 413
Time reversal      303 306 311 338 343 362 365 371
Time reversal, simple      351
Topology, approximate      242
Topology, cofine      390 391 416—418
Topology, essential      233 242
Topology, essentially fine      243
Topology, fine      272 390 391 416
Topology, intrinsic      390
Totally closed      370
Totally inaccessible      80 258 263
Transfiguration      336
Transfinite induction      240
Transient process      86 126
Transient process set      121
Transition function      6
Transition function, loose      307
Transition probabilities      244 291
Transition probability density      11
U-compactification      274 275 277 287 289
Uniform motion      10
Uniqueness for potentials of measures      140
Universal measurability      63
Useless      275
Version      28
Volume of ball      150
Watanabe, T.      290 397 414
X-polar      273 280 281
Zero potential      109
Zero-or-one law      64 144
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