A multi-server synchronous vacation model with thresholds and a probabilistic decision rule
In this paper a multi-server queueing model with Markovian arrivals and synchronous phase type vacations is studied using a probabilistic rule and controlled thresholds. The steady-state analysis of the model is presented. An optimization problem and some interesting numerical results are discussed.
vacation thresholds queueing optimization markovian arrival process conditional waiting time decomposition phase type distribution algorithmic probability