The general G/G/1 queueing model is remarkably useful for predicting the performances of various production systems which involve variation in inter-arrival and service time distributions. The exact mathematical calculations developed to predict the performances of systems are often too cumbersome and impractical for engineering purposes. On the other hand, explicit developed approximations are unable to cover the complete range of queueing systems. Therefore, current major goal of G/G/1 queues research is to enhance the existing explicit approximations in order to provide a reasonable result, which covers the whole range of arrival intervals and service time distributions.Bachelor of Engineering (Mechanical Engineering
In many applications, signicant correlations between arrivals of load-generating events make the num...
The G/M/1 queue is one of the classical models of queueing theory. The goal of this paper is two-fol...
A many-server heavy-traffic FCLT is proved for the Gt/M/st + GI queueing model, having time-varying ...
Queueing theory focuses on study waiting lines though the use of mathematical or queueing models. Q...
AbstractThis study concerns the waiting time wk of the kth arrival to a single-server queueing syste...
We provide approximation methods for the standard deviation of flow time in system for a general mul...
The traffic intensity is defined in the classical theory of queueing systems as the ratio of the exp...
This paper considers the problem of obtaining approximate expressions for the first moment WGs of th...
textabstractFor the $GI/G/1$-queueing model with traffic load $a<1$, service time distribution $B(t)...
For the GI/G/1 queueing model with traffic load a < 1, service time distribution B(t) and interar...
AbstractThis paper deals with G/G/c queuing system in steady state. We refine a diffusion approximat...
generalized measure of performance is defined as a weighted combination of the ergodic queue length ...
Abstract. There have been some approximation analysis methods for a GI/G/1 queueing system. As one o...
AbstractWe study the strong stability of a G/M/1 queueing system after perturbation of the service t...
In this article, modeling in queuing systems with heavy traffic customer flows is reviewed. Key area...
In many applications, signicant correlations between arrivals of load-generating events make the num...
The G/M/1 queue is one of the classical models of queueing theory. The goal of this paper is two-fol...
A many-server heavy-traffic FCLT is proved for the Gt/M/st + GI queueing model, having time-varying ...
Queueing theory focuses on study waiting lines though the use of mathematical or queueing models. Q...
AbstractThis study concerns the waiting time wk of the kth arrival to a single-server queueing syste...
We provide approximation methods for the standard deviation of flow time in system for a general mul...
The traffic intensity is defined in the classical theory of queueing systems as the ratio of the exp...
This paper considers the problem of obtaining approximate expressions for the first moment WGs of th...
textabstractFor the $GI/G/1$-queueing model with traffic load $a<1$, service time distribution $B(t)...
For the GI/G/1 queueing model with traffic load a < 1, service time distribution B(t) and interar...
AbstractThis paper deals with G/G/c queuing system in steady state. We refine a diffusion approximat...
generalized measure of performance is defined as a weighted combination of the ergodic queue length ...
Abstract. There have been some approximation analysis methods for a GI/G/1 queueing system. As one o...
AbstractWe study the strong stability of a G/M/1 queueing system after perturbation of the service t...
In this article, modeling in queuing systems with heavy traffic customer flows is reviewed. Key area...
In many applications, signicant correlations between arrivals of load-generating events make the num...
The G/M/1 queue is one of the classical models of queueing theory. The goal of this paper is two-fol...
A many-server heavy-traffic FCLT is proved for the Gt/M/st + GI queueing model, having time-varying ...