This paper studies the equilibrium behaviour of the general service discipline M/G/1/N-1 queueing system. Such a service system has one server with general service distribution whose customers arrive in accordance with a Poisson process. The states stationary probability distribution under different service disciplines are obtained. In addition, the results presented here are also useful in the analysis of more complex queueing models.
Mokaddis, G., & Zaki, S. (1985). On the Characteristics of a Stationary Queueing Servicing System M/G/1/N-1. Part One. The Egyptian Statistical Journal, 29(2), 44-58. doi: 10.21608/esju.1985.316596
MLA
G. S. Mokaddis; S. S. Zaki. "On the Characteristics of a Stationary Queueing Servicing System M/G/1/N-1. Part One", The Egyptian Statistical Journal, 29, 2, 1985, 44-58. doi: 10.21608/esju.1985.316596
HARVARD
Mokaddis, G., Zaki, S. (1985). 'On the Characteristics of a Stationary Queueing Servicing System M/G/1/N-1. Part One', The Egyptian Statistical Journal, 29(2), pp. 44-58. doi: 10.21608/esju.1985.316596
VANCOUVER
Mokaddis, G., Zaki, S. On the Characteristics of a Stationary Queueing Servicing System M/G/1/N-1. Part One. The Egyptian Statistical Journal, 1985; 29(2): 44-58. doi: 10.21608/esju.1985.316596
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