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Cooper R.B. — Introduction to queueing theory
Cooper R.B. — Introduction to queueing theory



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Название: Introduction to queueing theory

Автор: Cooper R.B.

Аннотация:

This is a revised, expanded, and improved version of my textbook, Introduction to Queueing Theory. As before, it is written primarily for seniors and graduate students in operations research, computer science, and industrial engineering; and as before, the emphasis is on insight and understanding rather than either cookbook application or fine mathematical detail. Although it has been struc- structured for use primarily as a textbook, it should be a useful reference for researchers and practitioners as well. The second edition reflects the feedback of students and instructors who have used the first edition (which began as a set of notes for an in-house course I taught at Bell Laboratories), as well as my own experience teaching from the book at the Georgia Institute of Technology (in the School of Industrial and Systems Engineering and the School of Information and Computer Science), the University of Michigan (in the Department of Industrial and Operations Engineering), the New Mexico Institute of Mining and Technology (in the Department of Mathematics), and Florida Atlantic University (in the Department of Computer and Information Systems). The objective of the second edition is to improve on the first edition with respect to clarity, comprehensiveness, currency, and, especially, its utility both for teaching and, self-study.


Язык: en

Рубрика: Computer science/Алгоритмы/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 2nd edition

Год издания: 1981

Количество страниц: 347

Добавлена в каталог: 15.11.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Minimum, of independent random variables      46 49
Mitrani, I.      135 334
Mixed traffic      126
Mixture      172 175
Miyazawa, M.      181 334
Molina, E.C.      141
Monte Carlo method      283
Morse, P.      67 172 309 335
Multinomial distribution      35
Muntz, R.R.      135 325
Murdoch, J.      309 335
Murray, G.      266 328 see Grace
N-policy      243 245
Naor, P.      252 339
Naval Research Logistics Quarterly      313
Neal, S.R.      117 131 148 171 295 326 333 335
Negative-binomial distribution      37
Negative-exponential distribution      42 50
Nekrasov iteration      159
Networks of queues      135 136 175
Neuts, Marcel F.      xv 9 26 31 73 173 200 212 253 258 310 335
Newell, G.F.      137 312 330 335
Noetzel, A.S.      135 335
Noguchi, S.      302 306 337
Nonbiased queue discipline      95 98 180
Nonscheduled queue discipline      see "Nonbiased queue discipline"
Normal distribution      290
Numerical solution      158
Nyquist, H.      141
o(h)      15
Oakes, D.      84 335
Occupancy      see "Server occupancy"
Offered load per idle source      104
Oizumi, J.      302 306 337
Ondra, F.      312 329
Operations research      313
Opsearch      313
Optimal control      see "Optimal design"
Optimal design      243
Optimal operating policy      244
Order statistics from exponential distribution      46
Order statistics from uniform distribution      39
Ordered hunt      88 90 93 153 207
Output process      188
Outside observer's distribution      57 77 105
Overflow distribution, apportioning moments      148
Overflow distribution, mean      140 169
Overflow distribution, variance      140 169
Overflow stream      208
Overflow traffic      139 165
Overrelaxation iteration      158
P-policy      245
Page, E.      111 309 335
Palacios, F.G.      135 325
Palm, C.      140 208 335
Panico, J.A.      309 336
Particle-counting device      240
Pascal      287
Pascal distribution      see "Negative-binomial distribution"
Peakedness factor      149 170
Peck, L.G.      113 117 313 336
Pegden, C.D.      287 336
Peter, E.      312 329
Phase      65
Phase type      173
Phases, extended      173
Phases, method of      171 303
Pittel, B.      135 336
PL/I      287
Point estimate      295
Poisson distribution      17 50
Poisson input      52 73 103 117
Poisson input, time-varying      119
Poisson process      5 17 51 136 198 200
Polite customer      233
Pollaczek — Khintchine formula      189 200 209 216
Pollaczek, F.      101 219 310 336
Prabhu, N.U.      230 231 244 245 310 336 338
Preemptive repeat      69
Preemptive resume      69
Priority queue      69 118 119
Priority reservation      118 150
Pritsker, A.A.B.      287 336
Probability, theory of      9
Probability-generating function      26 139 197
Probst, A.R.      287 326
Processing times      302
Processor sharing      301
Product solutions      126
Pseudorandom numbers      286
Pure birth process      16 17 51
Pure death process      16 17 46
Quantum      302
Quasirandom input      73 102 105 117 130 188 298
Queue discipline      2 74
Queueing theory      2
Random input      see "Poisson input"
Random number generator      286
Random variable      9
Range, of sample from exponential distribution      49
Rapp, Y.      170 336
Recurrence time, backward      54 205
Recurrence time, forward      54 56 202
Recurrent input      51 201
Regenerative method      290
Reich, E.      135 136 189 336
Reiser, M.      287 336
Reliability theory      48 49
Renege      79
Renewal function      201
Renewal input      see "Recurrent input"
Renewal point      211
Renewal process      201
Renewal process, equilibrium      203
Renewal sequence, ordinary      201
Renewal theorem, elementary      201
Renewal theorem, key      204
Renewal theory      200
Repairman model      111
Response time      115 301
Resq      287
Retrials      82
Reversibility      127
Riemann integral      48
Riemann — Stieltjes integral      48 62 192
Riordan, J.      82 101 122 140 148 233 235 310 336
Ross, S.M.      9 72 200 212 244 312 336
round-robin      302
Ruiz-Pala, E.      309 336
Runnenburg, J. Th.      31 337
Running cost      244
Saaty, T.L.      310 337
Sakata, M.      302 306 337
Sanford, Donald G.      xv
Sauer, C.H.      287 297 311 334 336 337
Schassberger, R.      135 173 175 307 310 337
Scherr, A.L.      111 337
Schmeiser, Bruce W.      xv 286 337
Schmidt, J.W.      309 339
Schmidt, V.      310 330
Schriber, T.J.      287 337
Schruben, L.W.      297 337
Seal, H.L.      222 337
Seidel iteration      159
Semi-Markov process      83
Separation of variables      128
Server occupancy      76
Service mechanism      2 73
Service times      5
Sevast'yanov, B.A.      84 337
Shannon, R.E.      287 337
Shedler, G.S.      286 297 332 334
Simon, B.      135 136 329 338
Simple overflow model      140
SIMSCRIPT      284 287
SIMULA      287
Simulation      281
SLAM      287
Slutz, D.R.      297 334
Smith, W. L.      111 122 308 328 338
Sobel, M. J.      244 312 331 338
Sojourn time      88 99
St. John, Stephen      xv
Stage      see "Phase"
Stages, method of      see "Phases method
Stationary policy      244
Stationary property      20
Statistical equilibrium      4 19 20
Statistical questions (in simulation)      288
Statistical-equilibrium distribution      22
Statistical-equilibrium state equations      24
Stephenson, Samuel S.      xv
Stidham, Shaler, Jr.      xv 178 181 183 244 245 266 273 309 331 332 338
Stieltjes integral      see "Riemann — Stieltjes integral"
Stochastic dominance      62
Stochastic process      9 14 312
Stochastic service systems, theory of      2
Stoyan, D.      135 338
Studies in Congestion Theory      314
Superposition, of Poisson process      59
Supplementary variable      256 see
Switch point      263
Switching cost      244
Syski, Ryszard      xv 72 84 101 111 117 122 148 311 338
T-policy      243 245 251
Tables, of queueing formulas      312
Takacs, L.      72 84 122 186 205 208 219 220 222 224 225 227 228 231 232 234 235 241 253 270 271 272 273 275 311 312 338 339
Tandem queues      126 132 189
Tanner, J.C.      231 339
Telephone traffic engineering      see "Teletraffic engineering"
Teletraffic engineering      2 3 80 87 89 95 98 111 117 118 119 129 130 131 138 298
Test customer      13
Think time      115
Throughput      115
Throwdown      283
Tijms, H.      253 325
Tilt, Borge      xiii xv 120 241 328
Time slice      302
Total probability, theorem of      13
Towsley, D.F.      135 327
Traffic intensity      208
Traffic measurement      295
Traffic theory      2
Transaction      115
Transient solution      19 86 119 120
Transition probabilities      211
Transportation engineering      311 see
Truncated binomial distribution      109
Truncated Poisson distribution      see "Erlang loss distribution"
Uniform distribution      38 54 56
Utilization factor      76
Vacation times, M/G/1, with      222 247
van Dantzig, D.      31
van der Vaart      31
Vantilborgh, H.      135 339
Variance reduction      293
Vaulot, E.      94 154 339
Vehicular traffic theory      71 see
Villanueva, R.      287 333
Virtual waiting time      98 219 227 228
Wagner, H.      312 329
Wagner, H.M.      311 339
Waiting times, service in order of arrival      95 113 216 225 227 271 298 324
Waiting times, service in random order      101 253 275
Waiting times, service in reverse order of arrival      102 234
Wallace, V.L.      160 339
Wallstroem, B.      140 148 339
Weber, J.H.      298 299 300
Welch, P.D.      297 331
White, J.A.      309 339
Widder, D.V.      192 193 197 198 339
Wilkinson, R.I.      167 170 336 339
Wishart, D.M.G.      224 235 339
Wolff, R.W.      297 331
Wolman, Eric      xv
Yadin, M.      252 339
Yakowitz, S.J.      286 339
Yechiali, U.      223 334
Young, D.M.      160 339
Yu, O.S.      313 332
Ziegler, B.P.      135 326
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