利用有效和解耦带宽快速模拟队列网络中的问题

M. Falkner, M. Devetsiklotis, I. Larnbadaris
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引用次数: 3

摘要

使用蒙特卡罗(MC)模拟进行通信网络性能分析时出现的一个重大困难是需要很长的运行时间才能获得准确的统计估计。在适当的条件下,重要性采样(IS)是一种可以加速网络(排队)系统中涉及罕见事件的模拟的技术[1,2,3,4,5]。如果仔细选择某些随机过程的潜在概率度量的修正或偏差,利用IS可以获得较大的仿真运行时间加速因子。基于大偏差理论(Large Deviation Theory)的快速仿真方法[1,3]已经成功应用于许多案例(最近,最著名的是[51])。
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Issues in fast simulation of networks of queues by use of effective and decoupling bandwidths
A significant difficulty arising when using Monte Carlo (MC) simulation for the performance-analysis of communication networks is the long run times required to obtain accurate statistical estimates. Under the proper conditions, Importance Sampling (IS) is a technique that can speed up simulations involving rare events in network (queueing) systems [1, 2, 3, 4, 5]. Large speed-up factors in simulation run time can be obtained by using IS if the modification or bias of the underlying probability measures of certain random processes is carefully chosen. Fast simulation methods based on Large Deviation Theory [1, 3] have been successfully applied in many cases (recently, most notably in [51].
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