In this article we study a retrial queueing system in which customers in orbit join a queue with a FIFO discipline. We use the process (M(t),N(t) where M(t) represents the number of arrivals during a elapsed service time until t while N(t) stands for the random number of customers in orbit al time t. We obtain the probabitity in the steady state in the M/M/1 case. The joint generating function in the M/G/1 case is also studied
We study the Markov chain underlying the considered queueing system obtaining the gen- erating funct...
We study the stability of a single-server retrial queueing system with constant retrial rate, genera...
This paper considers a discrete-time retrial queueing system with movements. The arriving customers ...
In this article we analyze a model of a retrial queueing system where customers in the orbit join a ...
This article deals with a new model for the M/G/1 retrial queue. We consider the process (M(t),N(t))...
In this paper, the transient behavior of an M/M/1 retrial queueing model is analyzed where the custo...
In this paper, we study a new retrial queueing system with N classes of customers, where a class-i b...
We study the stability of a single-server retrial queueing system with constant retrial rate and ge...
International audienceWe study multi-class retrial queueing systems with Poisson inputs, general ser...
AbstractWe consider a single server retrial queueing system in which each customer (primary or retri...
This paper analyses a discrete-time Geo/G/1 retrial queue with general retrial times in which the a...
In this paper retrial queue of the - type in which the rate of input flow depends on the number of...
Consider a single server retrial queueing system in which customers arrive in a Poisson process with...
AbstractWe consider an M/M/m retrial queue and investigate the tail asymptotics for the joint distri...
AbstractThis paper is concerned with the analysis of a single-server queue with Bernoulli vacation s...
We study the Markov chain underlying the considered queueing system obtaining the gen- erating funct...
We study the stability of a single-server retrial queueing system with constant retrial rate, genera...
This paper considers a discrete-time retrial queueing system with movements. The arriving customers ...
In this article we analyze a model of a retrial queueing system where customers in the orbit join a ...
This article deals with a new model for the M/G/1 retrial queue. We consider the process (M(t),N(t))...
In this paper, the transient behavior of an M/M/1 retrial queueing model is analyzed where the custo...
In this paper, we study a new retrial queueing system with N classes of customers, where a class-i b...
We study the stability of a single-server retrial queueing system with constant retrial rate and ge...
International audienceWe study multi-class retrial queueing systems with Poisson inputs, general ser...
AbstractWe consider a single server retrial queueing system in which each customer (primary or retri...
This paper analyses a discrete-time Geo/G/1 retrial queue with general retrial times in which the a...
In this paper retrial queue of the - type in which the rate of input flow depends on the number of...
Consider a single server retrial queueing system in which customers arrive in a Poisson process with...
AbstractWe consider an M/M/m retrial queue and investigate the tail asymptotics for the joint distri...
AbstractThis paper is concerned with the analysis of a single-server queue with Bernoulli vacation s...
We study the Markov chain underlying the considered queueing system obtaining the gen- erating funct...
We study the stability of a single-server retrial queueing system with constant retrial rate, genera...
This paper considers a discrete-time retrial queueing system with movements. The arriving customers ...