Lack of Invariant Property of the Erlang Loss Model in Case of MAP Input
Queueing Systems: Theory and Applications
Efficient phase-type fitting with aggregated traffic traces
Performance Evaluation
Outsourcing strategy in two-stage call centers
Computers and Operations Research
Designing a call center with an IVR (Interactive Voice Response)
Queueing Systems: Theory and Applications
Call center operation model as a MAP/PH/N/R-N system with impatient customers
Problems of Information Transmission
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A tandem queueing system with a Markovian Arrival Process (MAP) useful in modeling a call center with Interactive Voice Response (IVR) is investigated. The first stage has a finite number of servers without buffer while the second stage of the tandem has a finite buffer and a finite number of servers. The service time at the first (second) stage has an exponential (phase type) distribution. A special approach for reducing the number of states of the stochastic process that describes the behavior of the system is used. The main performance measures are calculated. The Laplace-Stieltjes transform of the sojourn time distribution is derived. The numerical results are presented.