摘要
本文尝试用剩余寿命作为增补变量,建立了经典排队模型M/GI/1/K的密度 演化方程,并应用递归的方法得到了模型队长平稳分布的精确解.
In this paper, we choose the remaining life as the supplementary variable to establish the density evolution equation of the classical queueing models of M/GI/1/K, and then obtain the explicit solutions of the stationary queue distributions by a recursive method.
出处
《应用数学与计算数学学报》
2003年第2期70-74,共5页
Communication on Applied Mathematics and Computation
关键词
排队模型
增补变量法
平稳队长分布
递归方法
精确解
queueing model, supplementary variable technique, stationary queue distribu-tion, recursive method, explicit solution
