Add to ORKGWe consider a series of queues with Poisson input. Each queueing system contains an infinite number of service channels. The service times in each channel have a general distribution. For this M/G∞ tandem model we obtain the joint time-dependent distribution of queue length and residual service times at each queue. This leads to an expression for the joint stationary distribution of the number of customers in various queues at the arrival epochs of a tagged customer at those queues
The present article is devoted to research the multi-channelk model with the parallel structure. It ...
The paper revisits the problem of the computation of the joint stationary probability distribution p...
This paper considers the supremum m of the service times of the customers served in a busy period of...
We consider a series of queues with Poisson input. Each queueing system contains an infinite number ...
AbstractWe consider a series of queues with Poisson input. Each queueing system contains an infinite...
This paper considers a queueing system consisting of two single-server queues in series, in which th...
Consider a tandem queue consisting of two single-server queues in series, with a Poisson arrival pro...
For the M/G/1 queue we study the joint distribution of the number of customers x present immediately...
We consider a closed queueing network, consisting of two FCFS single server queues in series: a queu...
We consider a closed queueing network, consisting of two FCFS single server queues in series: a queu...
In this paper the authors study the M/G/infty tollbooth tandem model with an infinite number of hom...
The present article is devoted to research the multi-channelk model with the parallel structure. It ...
The paper revisits the problem of the computation of the joint stationary probability distribution p...
This paper considers the supremum m of the service times of the customers served in a busy period of...
We consider a series of queues with Poisson input. Each queueing system contains an infinite number ...
AbstractWe consider a series of queues with Poisson input. Each queueing system contains an infinite...
This paper considers a queueing system consisting of two single-server queues in series, in which th...
Consider a tandem queue consisting of two single-server queues in series, with a Poisson arrival pro...
For the M/G/1 queue we study the joint distribution of the number of customers x present immediately...
We consider a closed queueing network, consisting of two FCFS single server queues in series: a queu...
We consider a closed queueing network, consisting of two FCFS single server queues in series: a queu...
In this paper the authors study the M/G/infty tollbooth tandem model with an infinite number of hom...
The present article is devoted to research the multi-channelk model with the parallel structure. It ...
The paper revisits the problem of the computation of the joint stationary probability distribution p...
This paper considers the supremum m of the service times of the customers served in a busy period of...