摘要
文章针对具不耐烦顾客的M/M/n排队系统,运用线性算子理论研究模型主算子,推导出0是其代数重数为1的本征值,且相应的正本征向量与系统的经典定态解一致,从而为证明系统动态解的渐近稳定性作了必要的准备.
The M/M/n queueing model with impatient customer has been discussed. Writer investigated major operator's eigenvalue by using theory of linear operator. Then writer deduced that 0 is an eigenvalue of major operator with algebraic multiplicity one ,and the eigenvector coincides with the steady-state solution of the system,which are making preparation for the proof of stability of the system's dynamic solution.
出处
《太原师范学院学报(自然科学版)》
2007年第1期4-6,10,共4页
Journal of Taiyuan Normal University:Natural Science Edition
基金
山西省自然科学基金资助项目(20051009)
关键词
M/M/n
模型
主算子
本征值
M/M/n queueing model
major operator
eigenvalue