The queue with Markov input flow, retrying customers, and limited queues both of the primary and retrying customers was discussed. A new arriving customer is queued with the primary customers, or is sent to the queue of retrying customers if all places on the queue of primary customers are occupied, or leaves the system if the Queue of retrying customers also has no vacant places. A customer from the queue of retrying customers can be sent only to a free server. For this system, the stationary probabilities of states, as well as the stationary time distributions of the numbers of retrying and primary customers in the system were determined for the embedded Markov chain which is generated by the instants of server release
Consideration was given to the BMAP/G/1/∞ single-server queuing system with batch Markov arrivals, a...
We study the Markov chain underlying the considered queueing system obtaining the gen- erating funct...
A single-server queueing system with K (K >=1) independent Poisson °ows of customers is considered....
The queue with Markov input flow, retrying customers, and limited queues both of the primary and ret...
Summary (translated from the Russian): "We consider a single-server retrial queueing system with a M...
The stationary state probabilities of a queue system with Markov arrivals and service discipline in ...
We analyze a single-server retrial queueing system with finite buffer, Poisson arrivals, and general...
The queueing system MAP/G/1 with Markovian input of requirements is considered. The service discipli...
In this paper a queueing system with a single customer searching server, retrials, finite buffer, P...
The authors consider a single-server retrial queue with several Poisson input flows and arbitrary ty...
A single-server retrial queueing system with finite buffer, Poisson arrivals and arbitrary distribut...
The retrial queuing system with general renovation is under investigation. The mechanism of general ...
Abstract—In this paper a queueing system with a single customer searching server, retrials, finite b...
In this paper a queueing system with a single customer searching server, retrials, finite buffer, P...
This paper analyses a discrete-time Geo/G/1 retrial queue with general retrial times in which the a...
Consideration was given to the BMAP/G/1/∞ single-server queuing system with batch Markov arrivals, a...
We study the Markov chain underlying the considered queueing system obtaining the gen- erating funct...
A single-server queueing system with K (K >=1) independent Poisson °ows of customers is considered....
The queue with Markov input flow, retrying customers, and limited queues both of the primary and ret...
Summary (translated from the Russian): "We consider a single-server retrial queueing system with a M...
The stationary state probabilities of a queue system with Markov arrivals and service discipline in ...
We analyze a single-server retrial queueing system with finite buffer, Poisson arrivals, and general...
The queueing system MAP/G/1 with Markovian input of requirements is considered. The service discipli...
In this paper a queueing system with a single customer searching server, retrials, finite buffer, P...
The authors consider a single-server retrial queue with several Poisson input flows and arbitrary ty...
A single-server retrial queueing system with finite buffer, Poisson arrivals and arbitrary distribut...
The retrial queuing system with general renovation is under investigation. The mechanism of general ...
Abstract—In this paper a queueing system with a single customer searching server, retrials, finite b...
In this paper a queueing system with a single customer searching server, retrials, finite buffer, P...
This paper analyses a discrete-time Geo/G/1 retrial queue with general retrial times in which the a...
Consideration was given to the BMAP/G/1/∞ single-server queuing system with batch Markov arrivals, a...
We study the Markov chain underlying the considered queueing system obtaining the gen- erating funct...
A single-server queueing system with K (K >=1) independent Poisson °ows of customers is considered....