Gideon Weiss
Scheduling and Control of Queueing Networks
Gideon Weiss
Scheduling and Control of Queueing Networks
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A graduate text on theory and methods using applied probability techniques for scheduling service, manufacturing, and information networks.
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A graduate text on theory and methods using applied probability techniques for scheduling service, manufacturing, and information networks.
Produktdetails
- Produktdetails
- Verlag: Cambridge University Press
- Seitenzahl: 448
- Erscheinungstermin: 17. September 2021
- Englisch
- Abmessung: 235mm x 157mm x 29mm
- Gewicht: 795g
- ISBN-13: 9781108415323
- ISBN-10: 1108415326
- Artikelnr.: 61936719
- Herstellerkennzeichnung
- Libri GmbH
- Europaallee 1
- 36244 Bad Hersfeld
- gpsr@libri.de
- Verlag: Cambridge University Press
- Seitenzahl: 448
- Erscheinungstermin: 17. September 2021
- Englisch
- Abmessung: 235mm x 157mm x 29mm
- Gewicht: 795g
- ISBN-13: 9781108415323
- ISBN-10: 1108415326
- Artikelnr.: 61936719
- Herstellerkennzeichnung
- Libri GmbH
- Europaallee 1
- 36244 Bad Hersfeld
- gpsr@libri.de
Gideon Weiss is Professor Emeritus in the Department of Statistics at the University of Haifa, Israel. He has previously held tenured positions at Tel Aviv University and at Georgia Tech Industrial and Systems Engineering and visiting positions at Berkeley, MIT, Stanford, NYU, and NUS. He is author of some 90 research papers and served on the editorial boards of leading journals on operations research and applied probability. His work includes significant contributions to the fields of time series, stochastic scheduling, bandit problems, fluid analysis of queueing networks, continuous linear programming, and matching problems.
Notation
Introduction
Part I. The Single Queue: 1. Queues and their simulations, birth and death queues
2. The M/G/1 queue
3. Scheduling
Part II. Approximations of the Single Queue: 4. The G/G/1 queue
5. The basic probability functional limit theorems
6. Scaling of G/G/1 and G/G/¿
7. Diffusions and Brownian processes
Part III. Queueing Networks: 8. Product form queueing networks
9. Generalized Jackson networks
Part IV. Fluid Models of Multi-Class Queueing Networks: 10. Multi-class queueing networks, instability and Markov representations
11. Stability of MCQN via fluid limits
12. Processing networks and maximum pressure policies
13. Processing networks with infinite virtual queues
14. Optimal control of transient networks
Part V. Diffusion-Scaled Balanced Heavy Traffic: 15. Join the shortest queue in parallel servers
16. Control in balanced heavy traffic
17. MCQN with discretionary routing
Part VI. Many-Server Systems: 18. Infinite servers revisited
19. Asymptotics under Halfin-Whitt regime
20. Many servers with abandonment
21. Load balancing in the supermarket model
22. Parallel servers with skill-based routing
References
Index.
Introduction
Part I. The Single Queue: 1. Queues and their simulations, birth and death queues
2. The M/G/1 queue
3. Scheduling
Part II. Approximations of the Single Queue: 4. The G/G/1 queue
5. The basic probability functional limit theorems
6. Scaling of G/G/1 and G/G/¿
7. Diffusions and Brownian processes
Part III. Queueing Networks: 8. Product form queueing networks
9. Generalized Jackson networks
Part IV. Fluid Models of Multi-Class Queueing Networks: 10. Multi-class queueing networks, instability and Markov representations
11. Stability of MCQN via fluid limits
12. Processing networks and maximum pressure policies
13. Processing networks with infinite virtual queues
14. Optimal control of transient networks
Part V. Diffusion-Scaled Balanced Heavy Traffic: 15. Join the shortest queue in parallel servers
16. Control in balanced heavy traffic
17. MCQN with discretionary routing
Part VI. Many-Server Systems: 18. Infinite servers revisited
19. Asymptotics under Halfin-Whitt regime
20. Many servers with abandonment
21. Load balancing in the supermarket model
22. Parallel servers with skill-based routing
References
Index.
Notation
Introduction
Part I. The Single Queue: 1. Queues and their simulations, birth and death queues
2. The M/G/1 queue
3. Scheduling
Part II. Approximations of the Single Queue: 4. The G/G/1 queue
5. The basic probability functional limit theorems
6. Scaling of G/G/1 and G/G/¿
7. Diffusions and Brownian processes
Part III. Queueing Networks: 8. Product form queueing networks
9. Generalized Jackson networks
Part IV. Fluid Models of Multi-Class Queueing Networks: 10. Multi-class queueing networks, instability and Markov representations
11. Stability of MCQN via fluid limits
12. Processing networks and maximum pressure policies
13. Processing networks with infinite virtual queues
14. Optimal control of transient networks
Part V. Diffusion-Scaled Balanced Heavy Traffic: 15. Join the shortest queue in parallel servers
16. Control in balanced heavy traffic
17. MCQN with discretionary routing
Part VI. Many-Server Systems: 18. Infinite servers revisited
19. Asymptotics under Halfin-Whitt regime
20. Many servers with abandonment
21. Load balancing in the supermarket model
22. Parallel servers with skill-based routing
References
Index.
Introduction
Part I. The Single Queue: 1. Queues and their simulations, birth and death queues
2. The M/G/1 queue
3. Scheduling
Part II. Approximations of the Single Queue: 4. The G/G/1 queue
5. The basic probability functional limit theorems
6. Scaling of G/G/1 and G/G/¿
7. Diffusions and Brownian processes
Part III. Queueing Networks: 8. Product form queueing networks
9. Generalized Jackson networks
Part IV. Fluid Models of Multi-Class Queueing Networks: 10. Multi-class queueing networks, instability and Markov representations
11. Stability of MCQN via fluid limits
12. Processing networks and maximum pressure policies
13. Processing networks with infinite virtual queues
14. Optimal control of transient networks
Part V. Diffusion-Scaled Balanced Heavy Traffic: 15. Join the shortest queue in parallel servers
16. Control in balanced heavy traffic
17. MCQN with discretionary routing
Part VI. Many-Server Systems: 18. Infinite servers revisited
19. Asymptotics under Halfin-Whitt regime
20. Many servers with abandonment
21. Load balancing in the supermarket model
22. Parallel servers with skill-based routing
References
Index.