AbstractThis paper presents an analysis for the M/M/c queue with balking and reneging. It is assumed that arriving customers balk with a fixed probability and renege according to a negative exponential distribution. The generating function technique will be used to obtain the transient solution of system which results in a simple differential equation. Based on the properties of Bessel functions in the solution of this differential equation the probabilities can be extracted in a direct way
In the present paper, a busy period of feedback queueing model is studied. The busy period is, to be...
In this paper, the transient behavior of an M/M/1 retrial queueing model is analyzed where the custo...
AbstractA transient solution for the system size in the M/M/1 queueing model with the possibility of...
AbstractThis paper presents an analysis for the M/M/c queue with balking and reneging. It is assumed...
In this paper, we consider a Markovian multi-server queuing system with balking and catastrophes. Th...
The phenomenon of balking has been considered frequently in the steady-state analysis of the M/M/1 q...
In many practical queuing situations reneging and balking can only occur if the number of customers ...
This investigation deals with two levels, single server preemptive priority queueing model with disc...
We study a single server queueing system in which arrivals follow a compound Poisson process and the...
AbstractWe consider an infinite capacity M/M/c queueing system with c unreliable servers, in which t...
AbstractA Taylor series method for determining the transient probabilities of the classical single s...
This paper deals with a multiserver queueing system with Bernoulli feedback and impatient customers ...
In this paper, we present an analysis of the transient and steady states of the infinite Markovian qu...
We consider service systems with balking based on queueing time, also called queues with wait-based ...
This chapter provides the steady-state analysis of more general queuing system in the sense that M s...
In the present paper, a busy period of feedback queueing model is studied. The busy period is, to be...
In this paper, the transient behavior of an M/M/1 retrial queueing model is analyzed where the custo...
AbstractA transient solution for the system size in the M/M/1 queueing model with the possibility of...
AbstractThis paper presents an analysis for the M/M/c queue with balking and reneging. It is assumed...
In this paper, we consider a Markovian multi-server queuing system with balking and catastrophes. Th...
The phenomenon of balking has been considered frequently in the steady-state analysis of the M/M/1 q...
In many practical queuing situations reneging and balking can only occur if the number of customers ...
This investigation deals with two levels, single server preemptive priority queueing model with disc...
We study a single server queueing system in which arrivals follow a compound Poisson process and the...
AbstractWe consider an infinite capacity M/M/c queueing system with c unreliable servers, in which t...
AbstractA Taylor series method for determining the transient probabilities of the classical single s...
This paper deals with a multiserver queueing system with Bernoulli feedback and impatient customers ...
In this paper, we present an analysis of the transient and steady states of the infinite Markovian qu...
We consider service systems with balking based on queueing time, also called queues with wait-based ...
This chapter provides the steady-state analysis of more general queuing system in the sense that M s...
In the present paper, a busy period of feedback queueing model is studied. The busy period is, to be...
In this paper, the transient behavior of an M/M/1 retrial queueing model is analyzed where the custo...
AbstractA transient solution for the system size in the M/M/1 queueing model with the possibility of...