具有轻尾分布的成批到达的GI/G/1排队系统的逼近问题

Convergence problem of GI/G/1 queuing system with bounded batch arriva

侯振挺教授在研究排队论的时候提出:"假如我们能用一个简单的排队系统去逼近复杂的排队系统,那么它的特征也应该能够逼近"这样一个假设.文章对具有轻尾分布的成批到达特征的GI/G/1系统证明侯振挺的这个假设是成立的.

GI/G/1 queuing system with batch arrival is a new type queuing system model ,and Prof Hou Zhenting raised the following idea ：if we use a simple queuing system to approximate a complicate queuing system ,their queuing data should approximate .In this paper we proved the Hou＆#39;s idea for GI/G/1 queuing system with batch arrival under assumption that batch arrival is light-tailed .