Necessary and Sufficient Ergodicity Condition for Open Synchronized Queueing Networks
Necessary and Sufficient Ergodicity Condition for Open Synchronized Queueing Networks
复制标题
开放同步排队网络的充分必要条件
DOI：
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发表时间：
1989
期刊：
影响因子：
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通讯作者：
S. Natkin
中科院分区：
文献类型：
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作者：
G. Florin;S. Natkin
给出了复杂开放排队系统的充分必要条件。所考虑的排队网络属于特定类别的无界马尔可夫随机 Petri 网。这些系统可以包括同步功能，例如分叉和连接到达和离开，以及不同队列行为之间的反馈。还允许分组且相关的到达和出发。给出了遍历结果的示例和证明。 >
A necessary and sufficient ergodicity condition for complex open queueing systems is given. The queueing networks considered belong to a particular class of unbounded Markov stochastic Petri nets. These systems can include synchronization features like fork and join arrivals and departures, and feedback between behavior of different queues. Grouped and correlated arrivals and departures are also allowed. An example and a proof of the ergodicity results are presented. >