摘要
在离散时间Geom/Geom/1工作休假排队系统中,同时考虑带RCH抵消策略与伪障碍两个因素,丰富了原有的排队论模型.应用拟生灭链和矩阵几何解的方法,得到了模型各状态的稳态分布,以及队长和等待时间在稳态条件下的随机分解.
Taking RCH-strategy and false malfunction into discrete time queue with vacation interruption strategy, enrich the original models. Using quasi-birth-and-death process and matrix-geometric solution method, gave the steady-state distribution for this model, the structure of conditionals stochastic decomposition of the queue length and waiting time was obtained.
出处
《高师理科学刊》
2015年第9期18-21,共4页
Journal of Science of Teachers＇College and University
关键词
RCH抵消策略
伪障碍
工作休假
拟生灭链
RCH- strategy
false malfunction
vacation interruption
quasi-birth-and-death process
