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The Queue M|G|1 with Markov Modulated Arrivals and Services
G. J. K. Regterschot, J. H. A. de Smit
Source abstract
We study an M|G|1 queue in which both the arrival rate and the service time distribution depend on the state of an underlying finite-state Markov chain. The solution is obtained by a matrix factorization method. This leads to results for waiting times and queue lengths both at arrival epochs and in continuous time. A numerical algorithm for the calculation of several quantities of interest is described and some numerical examples are given.
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