摘要
运用概率测度弱收敛理论，研究服务中断的单服务台ＧＩ／Ｇ／１排队系统模型，获得了在不同话务情形下，一些排队指标包括闲期、忙期、离去过程、队长及逗留时间等的弱极限定理。
In this paper, we consider the GI/G/1 queueing model with service interruptions by using the probability measure of weak convergence theory. We obtain some weak limit theorems for the idle time processes, busy time processes, departure processes, queue length processes and sojour time processes in various traffic intensity cases.
基金
国家自然科学基金
关键词
排队系统
服务中断
弱收敛定理
GI/G/1
queueing systems, service interruptions, up time, down time, weak convergent
