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Interval matrices for the bottleneck analysis of queueing network models with histogram-based parameters

机译:带有基于直方图的参数的排队网络模型瓶颈分析的间隔矩阵

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Bottleneck analysis using queueing network models is an important technique for the performance analysis and capacity planning of computer and communication systems. Conventional single class as well as multiclass queueing network models use single mean values as input parameters. However uncertainties and variabilities in service demands may exist in many models. This paper proposes to use extended histograms for characterizing model parameters that are associated with workload uncertainty and/or variability. Because with histogram-based parameters, system bottlenecks need not be unique, methods are presented which produce interval-based bottleneck identification matrices. Additionally, interval matrices for the approximation of potential effects of service demand modifications are presented. With the proposed interval matrix approach, associated input parameter variabilities and uncertainties are also represented in the model output. Thus, model uncertainties are not hidden but an overview of the potential model behavior is provided to the analyst.
机译:使用排队网络模型进行瓶颈分析是计算机和通信系统的性能分析和容量规划的一项重要技术。常规的单类和多类排队网络模型使用单个平均值作为输入参数。但是,服务需求的不确定性和可变性可能存在于许多模型中。本文建议使用扩展直方图来表征与工作负载不确定性和/或可变性相关的模型参数。由于基于直方图的参数不需要系统瓶颈,因此提出了产生基于区间的瓶颈识别矩阵的方法。另外,提出了用于近似服务需求修改的潜在影响的间隔矩阵。使用所提出的间隔矩阵方法,相关的输入参数变异性和不确定性也可以在模型输出中表示出来。因此,模型的不确定性不会被隐藏,但是潜在的模型行为的概述会提供给分析人员。

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