AbstractThis paper deals with G/G/c queuing system in steady state. We refine a diffusion approximation model incorporating some known results for general queuing systems. Approximate formulas for the distribution of the number of customers are presented. Numerical results indicate that the refined models provide improved performance
This paper studies many-server limits for G/Ph/n+M queues, which have a phase-type service time dist...
We use a multidimensional diffusion process to approximate the dynamics of aqueue served by many par...
In this paper, we study the G/GI/N queue in the Halfin-Whitt regime. Our first result is to obtain a...
AbstractThis paper deals with G/G/c queuing system in steady state. We refine a diffusion approximat...
Abstract. There have been some approximation analysis methods for a GI/G/1 queueing system. As one o...
AbstractThe article presents a diffusion approximation model of a G/G/N/N station – N parallel serve...
ABSTRACT: ' Quite often explicit information about he behavior of a queue over a fairly short p...
Abstract—The article presents a diffusion approximation model applied to investigate the behavior of...
ble queues and diffusion models as continuous approximations for stable queues. Such a clear distinc...
Diffusion approximations for queues contain two conceptually different kinds of approximations, i.e....
The purpose of this paper is to provide a transient diffusion approximation of queue size distributi...
The general G/G/1 queueing model is remarkably useful for predicting the performances of various pro...
A time non homogeneous diffusion approximation to a single server-single queue service system is obt...
Diffusion approximations have been a popular tool for performance analysis in queueing theory, with ...
For a class of models of adaptive queueing systems an exact diffusion approximation is derived with ...
This paper studies many-server limits for G/Ph/n+M queues, which have a phase-type service time dist...
We use a multidimensional diffusion process to approximate the dynamics of aqueue served by many par...
In this paper, we study the G/GI/N queue in the Halfin-Whitt regime. Our first result is to obtain a...
AbstractThis paper deals with G/G/c queuing system in steady state. We refine a diffusion approximat...
Abstract. There have been some approximation analysis methods for a GI/G/1 queueing system. As one o...
AbstractThe article presents a diffusion approximation model of a G/G/N/N station – N parallel serve...
ABSTRACT: ' Quite often explicit information about he behavior of a queue over a fairly short p...
Abstract—The article presents a diffusion approximation model applied to investigate the behavior of...
ble queues and diffusion models as continuous approximations for stable queues. Such a clear distinc...
Diffusion approximations for queues contain two conceptually different kinds of approximations, i.e....
The purpose of this paper is to provide a transient diffusion approximation of queue size distributi...
The general G/G/1 queueing model is remarkably useful for predicting the performances of various pro...
A time non homogeneous diffusion approximation to a single server-single queue service system is obt...
Diffusion approximations have been a popular tool for performance analysis in queueing theory, with ...
For a class of models of adaptive queueing systems an exact diffusion approximation is derived with ...
This paper studies many-server limits for G/Ph/n+M queues, which have a phase-type service time dist...
We use a multidimensional diffusion process to approximate the dynamics of aqueue served by many par...
In this paper, we study the G/GI/N queue in the Halfin-Whitt regime. Our first result is to obtain a...
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