Advances In Queuing Theory, Methods, and Open Problems examines stochastic, analytic, and generic methods such as approximations, estimates and bounds, and simulation. It also contains a comprehensive bibliography of about 500 books on queuing and telecommunications.
Advances In Queuing Theory, Methods, and Open Problems examines stochastic, analytic, and generic methods such as approximations, estimates and bounds, and simulation. It also contains a comprehensive bibliography of about 500 books on queuing and telecommunications.
1. An Anthology of Classical Queueing Methods Stochastic Methods 2. Queueing Methods in the Theory of Random Graphs 3. Stationary Distributions via First Passage Times 4. An Introduction to Spatial Queues 5. Sample-Path Techniques in Queueing Theory 6. Markov-Additive Processes of Arrivals 7. The ASTA Property 8. Campbell's Formula and Applications to Queueing 9. Excess Level Processes in Queueing Analytic Methods 10. Matrix-Analytic Methods in the Theory of Queues 11. Explicit Wiener-Hopf Factorization for the Analysis of Multi-Dimensional Queues 12. Applications of Singular Perturbation Methods in Queueing 13. The Spectral Expansion Solution Method for Markov Processes on Lattice Strips 14. Applications of Vector Riemann Boundary Value Problems to Analysis of Queueing Systems Approximation, Estimates, and Simulation of Queues 15. Light-Traffic Approximation in Queues and Related Stochastic Models 16. Quantitative Estimates in Queueing 17. Steady State Rare Events Simulation in Queueing Models and Its Complexity Properties 18. Piecewise-Linear Diffusion Processes 19. Approximations of Queues via Small Parameter Method
1. An Anthology of Classical Queueing Methods Stochastic Methods 2. Queueing Methods in the Theory of Random Graphs 3. Stationary Distributions via First Passage Times 4. An Introduction to Spatial Queues 5. Sample-Path Techniques in Queueing Theory 6. Markov-Additive Processes of Arrivals 7. The ASTA Property 8. Campbell's Formula and Applications to Queueing 9. Excess Level Processes in Queueing Analytic Methods 10. Matrix-Analytic Methods in the Theory of Queues 11. Explicit Wiener-Hopf Factorization for the Analysis of Multi-Dimensional Queues 12. Applications of Singular Perturbation Methods in Queueing 13. The Spectral Expansion Solution Method for Markov Processes on Lattice Strips 14. Applications of Vector Riemann Boundary Value Problems to Analysis of Queueing Systems Approximation, Estimates, and Simulation of Queues 15. Light-Traffic Approximation in Queues and Related Stochastic Models 16. Quantitative Estimates in Queueing 17. Steady State Rare Events Simulation in Queueing Models and Its Complexity Properties 18. Piecewise-Linear Diffusion Processes 19. Approximations of Queues via Small Parameter Method
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