Delayed and Network Queues 1st edition by Aliakbar Montazer Haghighi, Dimitar Mishev 1119022134 9781119022138

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Product details:

ISBN-10 :  1119022134 

ISBN-13 : 9781119022138

Author:  Aliakbar Montazer Haghighi, Dimitar P. Mishev 

Featuring recent advances in queueing theory and modeling, Delayed and Network Queues provides the most up-to-date theories in queueing model applications. Balancing both theoretical and practical applications of queueing theory, the book introduces queueing network models as tools to assist in the answering of questions on cost and performance that arise throughout the life of a computer system and signal processing. Written by well-known researchers in the field, the book presents key information for understanding the essential aspects of queues with delay and networks of queues with unreliable nodes and vacationing servers.

Delayed and Network Queues 1st Table of contents:

Chapter 1: Preliminaries
1.1 Basics of Probability
1.2 Discrete Random Variables and Distributions
1.3 Discrete Moments
1.4 Continuous Random Variables, Density, and Cumulative Distribution Functions
1.5 Continuous Random Vector
1.6 Functions of Random Variables
1.7 Continuous Moments
1.8 Difference Equations
1.9 Methods of Solving Linear Difference Equations with Constant Coefficients
Exercises
Chapter 2: Stochastic Processes
2.1 Introduction and Basic Definitions
2.2 Markov Chain
2.3 Markov Process
2.4 Random Walk
2.5 Up-and-Down Biased Coin Design as a Random Walk
Exercises
Chapter 3: Birth and Death Processes
3.1 Overviews of the Birth and Death Processes
3.2 Finite B–D Process
3.3 Pure Birth Process (Poisson Process)
3.4 Pure Death Process (Poisson Death Process)
Exercises
Chapter 4: Standard Queues
4.1 Introduction of Queues (General Birth and Death Process)
4.2 Remarks on Non-Markovian Queues
4.3 Stationary M/M/1 Queueing Process
4.4 A Parallel M/M/C/K with Baking and Reneging
4.5 Stationary M/M/1/K Queueing Process
4.6 Busy Period of an M/M/1/K Queue
4.7 Stationary M/M/1 and M/M/1/K Queueing Processes with Feedback
4.8 Queues with Bulk Arrivals and Batch Service
4.9 A Priority Queue with Balking and Reneging
4.10 Discrete Time M/M/1 Queueing Process, Combinatorics Method (Lattice Paths)
4.11 Stationary M/M/C Queueing Process
Exercises
Chapter 5: Queues with Delay
5.1 Introduction
5.2 A Queuing System with Delayed Service
5.3 An M/G/1 Queue with Server Breakdown and with Multiple Working Vacation
5.4 A Bulk Queuing System Under N-Policy with Bilevel Service Delay Discipline and Start-Up Time
5.5 Interrelationship between N-policy M/G/1/K and F-policy G/M/1/K Queues with Start-up Time
5.6 A Transient M/M/1 Queue Under (M, N)-Policy, Lattice Path Method
5.7 Stationary M/M/1 Queuing Process with Delayed Feedback
5.8 Single-Server Queue with Unreliable Server and Breakdowns with an Optional Second Service
5.9 A Bulk Arrival Retrial Queue with Unreliable Server
5.10 Multiserver Queue with Retrial Feedback Queuing System with Two Orbits
5.11 Steady-State Stability Condition of a Retrial Queuing System with Two Orbits, Reneging, and Feedback
5.12 Batch Arrival Queue with General Service in two Fluctuating Modes and Reneging During Vacation and Breakdowns
Exercises
Chapter 6: Networks of Queues with Delay
6.1 Introduction to Networks of Queues
6.2 Historical Notes on Networks of Queues
6.3 Jackson’s Network of Queues
6.4 Robustness of Networks of Queues
6.5 A MAP Single-Server Queueing System with Delayed Feedback as a Network of Queues
6.6 Unreliable Networks of Queueing System Models
6.7 Assessment of Reliability of a Network of Queues
6.8 Effect of Network Service Breakdown

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Tags: Delayed, Network Queues, Aliakbar Montazer Haghighi, Dimitar Mishev