摘要
分析带有两个优先权的非强占M/M/1系统的性能,用补充变量法构造向量马尔可夫过程对此排队系统的状态转移方程进行分析,得到两类顾客在非强占优先权的队长联合分布的母函数,进一步讨论,得出了服务台被两类顾客占有和闲置的概率以及两类信元各自的平均队长.
The performance of nonpreemptive M/M/1 queueing system with two priority is analyzed. By using complementary variable method to make vector Markov process and analyzing the state-change equations of the queueing system, the generating function of two kinds of customers＇ length distribution are drived under nonpreemptive priority. Through further discussion, the probability of the server which is working or free and average length of two kinds of customers are also derived.
出处
《大学数学》
北大核心
2006年第1期44-48,共5页
College Mathematics
