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	1. Analysis of M/M/c queue with different service rates under a kind of Bernoulli schedule
	JIANG Tao,LIU Li-Wei
	Mathematics 11 March 2015
	Show/Hide Abstract \| Cite this paper︱Full-text: PDF (0 B)

	Abstract:This paper studies an M/M/c queue with a kind of Bernoulli schedule, where the service rate of each server is determined by the number of customers present in the system upon its service completion. We apply the matrix-geometric method, which has been proven an efficient approach for analyzing queueing systems, to obtain the explicit closed-form of rate matrix $R$. In terms of the results, we further give the steady state distribution of queue length and the stationary performance measures. Using a recursion method, we can also obtain the conditional mean waiting time of a customer in steady state. Finally, some numerical calculations are presented in order to validate the analytical approach and demonstrate the effects of various parameters on the system performance.
	TO cite this article:JIANG Tao,LIU Li-Wei. Analysis of M/M/c queue with different service rates under a kind of Bernoulli schedule[OL].[11 March 2015] http://en.paper.edu.cn/en_releasepaper/content/4634052

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