Research: Fourier analysis for modelling some cyclic behaviour of networks
Computer Communications
Average waiting time of a symmetric polling system under Bernoulli scheduling
Operations Research Letters
Level-crossing approach to a time-limited service system with two types of vacations
Operations Research Letters
A distributional form of Little's Law
Operations Research Letters
Computers and Industrial Engineering
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The Laplace Transform (and the first two moments) of the busy period of the recently introducedM/G/1vacation model with a Bernoulli schedule is completed exactly. This expression makes it possible to estimate the average waiting time of each queue for the Bernoulli schedule cyclic service queue. Consequently, the weighted average of the mean waiting time can be minimized over the class of Bernoulli schedules. The Bernoulli schedule has the advantage over exhaustive schedules (or classical priority schedules) in that the performance of one class of traffic is somewhat insulated from the adverse effects of high utilization in a different class of traffic. The analysis of cyclic service queues can be applied to processor schedules and token ring local area networks as well as components of other data communication systems.