Abstract
The performance of a multi-server telecommunication system with repeated calls and Bernoulli routing is modelled by the performance of a G/G/K loss system with generally distributed interarrival time, generally distributed service time, K parallel servers, retrials, no buffer, and the probabilistic processing discipline, in the steady state. In this system, a Fraction of the units which at the instants of their arrival at the system find it busy, may retry to be processed by merging with the incoming arrival units at the same transmitter, after a fixed delay time. The performance of this system is approximated by a recursive algorithm based on the isolation method, in the steady state. Furthermore, the approximation outcomes are compared against those from a simulation study.
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