Keywords: queueing system, distribution, Marcov chain, model, queue. The main performance measures are calculated. We derive the condition for the stable operation of the system and determine the stationary distribution of the system states at embedded epochs and at arbitrary time. ![]() The waiting period is accompanied by blocking of the first stage server operating. If a customer does not see the required number of free servers it leaves the system forever or waits the releasing of servers. The service at the second stage requires a random number of servers. ![]() After receiving service at the first stage a customer proceeds to the second stage. The input flow is described by the BMAP (Batch Markovian Arrival Process). A TANDEM QUEUING SYSTEM WITH BLOCKING AND LOSSES Emilija Kamceva, Oliver Iliev Fon University, FON, FIROM(Macedonia),, Abstract We consider a tandem queuing system BMAP/G/1 M/N/0.
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