On the total amount of the occupied resources in the multi-resource QS with renewal arrival process
A Galileyskaya, E Lisovskaya, M Pagano - International Conference on …, 2019 - Springer
A Galileyskaya, E Lisovskaya, M Pagano
International Conference on Information Technologies and Mathematical Modelling, 2019•SpringerIn this paper we analyse a multi-resource queueing system with renewal arrival process and
arbitrary service time distribution. In more detail, we apply the dynamic screening method to
obtain the asymptotic expression for the stationary probability distribution describing the
process of the total volume of the occupied resource in the system. Finally we verify the
goodness of the obtained Gaussian approximation by means of discrete event simulation.
arbitrary service time distribution. In more detail, we apply the dynamic screening method to
obtain the asymptotic expression for the stationary probability distribution describing the
process of the total volume of the occupied resource in the system. Finally we verify the
goodness of the obtained Gaussian approximation by means of discrete event simulation.
Abstract
In this paper we analyse a multi-resource queueing system with renewal arrival process and arbitrary service time distribution. In more detail, we apply the dynamic screening method to obtain the asymptotic expression for the stationary probability distribution describing the process of the total volume of the occupied resource in the system. Finally we verify the goodness of the obtained Gaussian approximation by means of discrete event simulation.
Springer
以上显示的是最相近的搜索结果。 查看全部搜索结果