Discrete flow networks: bottleneck analysis and fluid approximations
Mathematics of Operations Research
Stability of multiclass queueing networks under FIFO service discipline
Mathematics of Operations Research
A stability criterion via fluid limits and its application to a polling system
Queueing Systems: Theory and Applications
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It is known that in many queueing systems uid limits are deterministic functions. Models and conditions which lead to random uid limits have not received much attention. This paper is devoted to a study of a queueing network whose uid limits admit a random and uncountable branching at certain points. Stability conditions for this model are investigated by the use of recent results from the theory of branching processes.