随机排队
In this paper, GI/ Geom/ 1 discrete time queue with set-up and close-down period by means of Matrix-Geometric solutions is considered. The stochastic decomposition of steady length distribution and waiting time distribution are given.
通过矩阵几何解方法,给出了带有启动期和关闭期的GI/Geom/1离散时间排队模型的稳态队长和等待时间的随机分解结果。
In the model of M/ G/ 1 queue theory, the gather of decision-making time is serial and the transfer state is stochastic.
在M/G/1排队模型中,决策时刻的集合为连续时间,状态转移是随机的。
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