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- W395452393 abstract "This chapter discusses the mathematical development of the theory of queues. The fundamental idea in the theory is the congestion caused by an interruption in a flow pattern and the waiting associated with the congestion. The flow is usually discrete, for example, the arrival and departure of individuals at a service counter, but it may be continuous, such as the flow of a fluid into and out from a reservoir. The situations to which queuing theory has been applied include: (1) congestion in road traffic, (2) the servicing of a group of machines liable to breakdown, (3) scheduling of air traffic at an airport, (4) the optimal size of dams and other storage systems, (5) production scheduling, (6) inventory control, and (7) waiting in a hospital outpatients department. The theory of queues is developed with reference to three special types of distribution: regular, random (exponential), and Erlangian." @default.
- W395452393 created "2016-06-24" @default.
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- W395452393 date "1963-01-01" @default.
- W395452393 modified "2023-09-27" @default.
- W395452393 title "QUEUEING THEORY: THE SINGLE CHANNEL QUEUE" @default.
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- W395452393 doi "https://doi.org/10.1016/b978-0-08-010075-3.50008-5" @default.
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