Keyword: GI/G/1 queues

Found 89 papers in total
Large deviations of the waiting time in the GI/G/1 queue with random order service
2013,
We consider the GI/G/1 queue where customers are served in random order and the...
Heavy‐traffic asymptotics for stationary GI/G/1‐type Markov chains
2012,
Asmussen (1987) proved a heavy‐traffic limit theorem for the GI/G/1‐type...
How to measure the accuracy of the subexponential approximation for the stationary single server queue
2011,
We discuss the problem of establishing an upper bound for the distribution tail of the...
The variance of departure processes: puzzling behavior and open problems
2011,
We consider the variability of queueing departure processes. Previous results have...
Some results for the actual waiting time in batch arrival queueing systems
2010,
The article deals with the queueing system of GI / G /1 type with individual service...
The departure process for queueing systems with batch arrival of customers
2008,
In the article, a single-server queueing system of GI/G/1 type with batch arrival of...
Approximating the GI/G/1+GI Queue with a Nonlinear Drift Diffusion: Hazard Rate Scaling in Heavy Traffic
2008,
We study a single–server queue, operating under the...
GI/G/1/8 batch arrival queueing system with a single exponential vacation
2009,
In the article the queueing system of GI/G/1 type with batch arrival of...
Efficient computations for the discrete GI/G/1 system
2007,
We consider the discrete–time GI/G/1 system with discrete interarrival...
Lattice path approach to busy period density of queueing system C2/C2/1
2008,
The paper aims at busy period analysis of non‐Markovian queuing system...
Analysis of finite capacity discrete-time GI/Geo/1 queueing system with multiple vacations
2007,
This paper investigates a discrete-time single-server finite-buffer queueing system...
Error bounds for perturbing nonexponential queues
2004,
A general framework is provided to derive analytic error bounds for the effect of...
A discrete-time Geo/G/1 retrial queue with server breakdowns
2006,
This paper discusses a discrete-time Geo/G/1 retrial queue with the server subject to...
Discrete-time GeoX/G(a,b)/1/N queues with single and multiple vacations
2007,
In this paper, we consider a discrete-time single-server finite-buffer batch arrival...
An eigenvalue approach to discrete-time MAP/G/1 queues
2003,
In this paper, we demonstrate how one can effectively analyze the operational behavior...
Discrete-time analysis of the GI/G/1 system with Bernoulli retrials: An algorithmic approach
2006,
In this paper, we show that the discrete GI/G/1 system with Bernoulli retrials can be...
A discrete-time Geo/G/1 retrial queue with the server subject to starting failures
2006,
This paper studies a discrete-time Geo/G /1 retrial queue where the server is subject...
A finite capacity BMAPK/GK/1 queue with the generalized foreground–background processor-sharing discipline
2006,
A queueing system with a batch Markov arrival process, several types of customers,...
Analysis of the GeomX/G(Geom/G)/1 repairable queue with exhaustive service discipline and adaptive multistage vacations
2005,
In this paper, first we transform the GeomX/G(Geom/G)/1 repairable queue with...
Local tail asymptotic relations for the stationary waiting time distribution of GI/G/1/∞ queueing system
2004,
The tail behavior of the stationary waiting time distribution W(t) of the...
A MAP/Gamma/1/r system with a large service time variation coefficient
2005,
A single-server queueing system with bounded buffer, Poisson flow, and gamma service...
Approximations and bounds for the variance of steady-state waiting times in a GI/G/1 queue
2001,
The focus of this paper is on developing bounds for the variance of steady-state...
Heavy-traffic asymptotics for the single-server queue with random order of service
2005,
We consider the GI/G/1 queue with customers served in random order, and derive the...
Transient distribution of the length of a queueing model with input and service dependent on the system state
2004,
A queueing system is studied where the arrival times α and service times β...
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