Heavy Traffic Analysis of Controlled Queueing and Communications Networks

heavy traffic analysis of controlled queueing and communications networks

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Heavy Traffic Analysis of Controlled Queueing and Communications Networks

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Book Description
This book provides a thorough development of the powerful methods of heavy traffic analysis and approximations with applications to a wide variety of stochastic (e.g. queueing and communication) networks, for both controlled and uncontrolled systems. The approximating models are reflected stochastic differential equations. The analytical and numerical methods yield considerable simplifications and insights and good approximations to both path properties and optimal controls under broad conditions on the data and structure. The general theory is developed, with possibly state dependent parameters, and specialized to many different cases of practical interest. Control problems in telecommunications and applications to scheduling, admissions control, polling, and elsewhere are treated. The necessary probability background is reviewed, including a detailed survey of reflected stochastic differential equations, weak convergence theory, methods for characterizing limit processes, and ergodic problems.

Book Info
A thorough development of methods of heavy traffic analysis and approximations for a variety of stochastic networks, for controlled and uncontrolled networks. Develops the general theory, specializing it to many different cases of practical interest. DLC: Queueing theory.

Heavy Traffic Analysis of Controlled Queueing and Communications Networks,Harold J. Kushner,Springer,0387952640,Applied,General,Mathematics,Operations Research (Engineering),Probability & Statistics - General,Queueing Theory,Queuing theory,Science/Mathematics,Telecommunications,Heavy Traffic Analysis,Mathematics / Statistics,Stochastic Control,Stochastic Networks

Books Info:

  1. H-infinity Control and Estimation of State-multiplicative Linear Systems (Lecture Notes in Control and Information Sciences)
  2. Hopf Algebras and Quantum Groups (Lecture Notes in Pure and Applied Mathematics, V. 209.)
  3. Hyperbolic Sets, Shadowing and Persistence for Noninvertible Mappings in Banach Spaces
  4. Independent Axioms for Minkowski Space-Time
  5. Integral Methods in Science and Engineering
  6. Interpolating Cubic Splines (Progress in Computer Science and Applied Logic (PCS))
  7. Introduction to the Thermodynamics of Solids (Applied Mathematical Sciences)
  8. Inverse Boundary Spectral Problems
  9. Inverse Methods in Physical Oceanography (Cambridge Monographs on Mechanics)
  10. Inverse Problems for Electrical Networks (Series on Applied Mathematics)

Books Info

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