On the stability of a partially accessible multi-station queue with state-dependent routing
Queueing Systems: Theory and Applications
Circle of interacting servers: Spontaneous collective behavior in the case of large fluctuations
Problems of Information Transmission
A Large Deviation Principle for Join the Shortest Queue
Mathematics of Operations Research
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We consider overload of servers in a network with dynamic routing of messages. The system consists of k servers and 驴 independent Poisson input flows. Messages from each flow are directed to m servers, and each message is directed to a server that is the least loaded at the moment of its arrival. In such a system, configuration of overloaded servers depends on the intensity of input flows. A similar effect was considered in [1] for a system with another geometry.