基于结构元理论的FGEOM/FGEOM/1 模糊离散时间排队系统
Fuzzy discrete-time queuing system FGEOM/FGEOM/1 based on structural element theory
与连续时间排队相比,离散时间排队更适宜于计算机系统和数字通信网络性能分析的建模。但经典的离散时间排队系统的参数:顾客的平均到达率λ和平均服务率μ都是确定数。由于λ,μ往往由区间估计得到,所以把λ,μ当作模糊数处理更为合理。本文在FGEOM/FGEOM/1离散时间排队的基础上,利用模糊结构元理论,研究了λ,μ均为模糊数的FGEOM/FGEOM/1模糊离散时间排队系统,并利用该模糊离散时间排队对无限Buffer的Delta网进行了性能分析。
ompared with continuous-time queue, Discrete time queue is more suitable for the analysis and modeling of computer systems and digital communication network performance. However, parameters in the classic discrete-time queuing system:customers ' average arrival rate λand average service rate μ are all destiny. As λ,μare often obtained by interval estimation,so it is more reasonable to regard λ,μas fuzzy numbers. This paper discusses fuzzy discrete-time queuing system FGEOM/FGEOM/1 in which λ,μ are all fuzzy numbers applying fuzzy structural element theory based on fuzzy discrete-time queuing system FGEOM/FGEOM/1.At last, performance of the unlimited buffer delta network is analyzed by means of the discrete time queue.
郭嗣琮、陈黎明
计算技术、计算机技术通信
模糊结构元排队论FGEOM/FGEOM/1排队无限Buffer的Delta网性能分析
Fuzzy structural elementQueuing theoryFGEOM/FGEOM/1 queuePerformance analysis of the unlimited buffer delta network
郭嗣琮,陈黎明.基于结构元理论的FGEOM/FGEOM/1 模糊离散时间排队系统[EB/OL].(2011-08-10)[2025-08-05].http://www.paper.edu.cn/releasepaper/content/201108-155.点此复制
评论