Conference paper

A convergence theorem for controlled queues with partial observations

We consider a queuing problem in which both the service rate of a finite-buffer queue and its rate of arrivals are functions of the same partially observed Markov chain. Basic performance indices of this device, such as long term throughput and loss rates, are expressed in terms of an invariant measure over a suitable finite-dimensional simplex. In this paper we prove the existence of that invariant measure.

    Keywords: NCCR-MICS/CL1 ; NCCR-MICS


    • LCAV-CONF-2002-002

    Record created on 2005-04-18, modified on 2017-05-12

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