摘要
根据M_t/GI/∞队列模型,应用随机过程及排队系统,推算出具有正弦到达率的M_t/GI/∞队列模型.结合随机过程极限、概率测度收敛等,得到具有正弦到达率的M_t/GI/∞队列模型的流体稳态累积分布函数及局部极限.
Depending on a queuing model M t/GI/∞,utilizing stochastic process and queuing system,a queuing model M t/GI/∞with sinusoidal arrival rates is calculated.Combined with stochastic process limits and convergence of probability measures,a further research is conducted to get fluid steady-state cumulative distribution function and local limit of the queuing model M t/GI/∞with sinusoidal arrival rates.
作者
张鲜娜
刘建民
宋学力
ZHANG Xianna;LIU Jianmin;SONG Xueli(School of Science,Chang′an University,Xi′an 710064,China)
出处
《纺织高校基础科学学报》
CAS
2018年第1期68-73,共6页
Basic Sciences Journal of Textile Universities
基金
长安大学中央高校基本科研业务专项基金(310812163504)
关键词
稳态
正弦到达率
累积分布函数
局部极限
steady-state
sinusoidal arrival rates
cumulative distribution function
local limit
