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QUEUING THEORY - Whitman College

QUEUING THEORYRYAN paper defines the building blocks of and derives basic queuingsystems. It begins with a review of some probability THEORY and then definesprocesses used to analyze QUEUING systems, in particular the birth-death pro-cess. A few simple queues are analyzed in terms of steady-state derivationbefore the paper discusses some attempted field research on the THEORY is a branch of mathematics that studies and models the act ofwaiting in lines. This paper will take a brief look into the formulation of queuingtheory along with examples of the models and applications of their use.

In the second section of this paper, we will begin defining the basic queuing model. We will begin by reviewing the necessary probabilistic background needed to understand the theory. The we will move on to discussing notation, queuing disciplines, birth-death processes, steady-state probabilities, and Little’s queuing formula.

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