Abstract
An open nonuniform network of queuing with the simplest incoming flow, exponential service at the nodes, and Markov routing was studied. In each of the nodes there is only one device, which can operate in several modes. For isolated nodes in a fictitious medium, conditions of reversibility, under which the stationary probability distribution of states of the network has a multiplicative form, were obtained. It is proved that customers flows coming out of the network are independent and Poisson.
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