摘要
借助于建立在平稳点过程和Ｐａｌｍ分布理论基础上的强度保守原理，讨论了一个具有一般休假策略的Ｍ／ＧＩ／１型排队系统．该模型允许闲期中顾客非泊松到达且顾客的服务可以被休假中断。我们得到了稳态下工作量和顾客离去前所见队长的随机分解．
By use of the 'Rate Conservation Law'(RCL), based on stationary point process and Palm distribution theory, this paper discussed a M/GI/1 type Queuing System with general vacation policy. The referred Model Permits customers coming in 'idle period' with non-poisson intervals, and services may be interrupted by server vacations. We get the stochas- tic decomposition formulas in steady state for the workload of the system and the queue length, seen by the customer before departure.
出处
《系统科学与数学》
CSCD
北大核心
2001年第1期23-32,共10页
Journal of Systems Science and Mathematical Sciences
基金
江苏省自然科学基金
江苏省教委资助
关键词
M/GI/1型系统
一般休假
强度保守原则
随机分解
排队系统
M/GI/1 type system, general vacation policy, rate conservation law, queuing quantities in steady state, stochastic decomposition.
