基于交互环境下的Geom/Geom/1清空排队系统的顾客止步策略

Equilibrium Balking Strategies for a Geom/Geom/1 Clearing Queueing System in Alternating Environment

在交互环境下,顾客以Bernoulli过程到达排队系统,并且服务时间服从几何分布的清空排队系统.首先建立"收入-支出"函数,并利用函数单调性对顾客的止步策略进行分析,然后通过数值实验讨论顾客止步策略对于相关参数的敏感度.

To consider the balking strategies of customers in clearing queueing system, where the customers are accumulated according to a Bernoulli arrival process and the service time of the customers are assumed to be identically distributed geometricalrandom variables. In this case,to analyse equilibrium balking strategies via the monotonicity of the reward-cost function. Then, we illustrate the effects of the system parameters on the equilibrium behavior by numerical experiments.