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Approximate Solution of Queueing Networks with Simultaneous Resource Possession

机译:具有资源同时占有的排队网络的近似解

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Queueing networks are important as performance models of computer and communication systems because the performance of these systems is usually principally affected by contention for resources. Exact numerical solution of a queueing network is usually only feasible if the network has a product form solution in the sense of Jackson. An important network characteristic which apparently precludes a product form solution is simultaneous resource possession, e.g., a job holds memory and processor simultaneously. This paper extends previous methods for approximate numerical solution of queueing networks with homogeneous jobs and simultaneous resource possession to networks with heterogeneous jobs and simultaneous resource possession.
机译:排队网络作为计算机和通信系统的性能模型很重要,因为这些系统的性能通常主要受到资源争用的影响。通常只有在网络具有杰克逊意义上的乘积形式解的情况下,排队网络的精确数值解才是可行的。显然排除产品形式解决方案的重要网络特性是同时拥有资源,例如,一项工作同时拥有存储器和处理器。本文将具有同类作业和同时资源占有的排队网络的近似数值解的先前方法扩展到具有异构作业和同时资源拥有的网络。

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