Keyword: GI/G/1 queues

Found 89 papers in total
Performance analysis of a GI-Geo-1 buffer with a preemptive resume priority scheduling discipline
2004,
In this paper, we analyze a discrete-time GI-Geo-1 preemptive resume priority queue....
The GI/Geom/1 discrete-time queue with service vacations
2004,
In this paper the discrete-time queue with phase-type vacation, phase-type set-up time...
On some parallels between the loss probability in the GI/G/1 loss system and the delay probability in the GI/G/1 queue
1999,
In this paper, it is shown that the stationary probability of loss decreases when the...
Subexponential distributions – large deviations with applications to insurance and queueing models
2004,
This paper presents a fine large-deviations theory for heavy-tailed distributions...
An optimal multithreshold control for the input flow of the GI/PH/1 queueing system with a BMAP flow of negative customers
2004,
A GI/PH/1 queueing system with an additional flow of negative customers is studied....
Analysis of the discrete-time bulk-service queue Geo/GY/1/N+B
2004,
This paper considers a discrete-time bulk-service queueing system with variable...
Loss probability in an overloaded discrete-time GI/G/1/K system with very large K
2004,
We present a simple semi-explicit formula for estimating the loss probability in a...
The transient theory of the GI/G/1 queueing system with set-up time
2003,
This paper is devoted to studying the GI/G/1 queueing system with set-up time by using...
Multiple vacation of queue system GI/G/1
2003,
In this paper we expand and research the queue system of multiple vacation GI/G/1 and...
A new approach to the queue length and waiting time of BMAP/G/1 queues
2003,
We apply the factorization principle to derive the generating function of the queue...
A queueing model with mutually independent service times whose distributions are not necessarily identical
2002,
The queueing model discussed in this paper relaxes the requirement that the service...
The Geom/G/1 queue with multiple vacation and server set-up times
2002,
In this paper we consider a discrete time queueing model with multiple vacation and...
The Geom/G/1 queue with single vacation and server set-up times
2002,
In this paper we consider a discrete time queueing system with single vacation and...
Tail asymptotics for the busy period in the G1/G/1 queue
2001,
We characterise the tail behaviour of the busy period distribution in the GI/G/1 queue...
The discrete-time GI/Geo/1 queue with multiple vacations
2002,
We study a discrete-time GI/Geo/ 1 queue with server vacations. In this queueing...
Analysis of a discrete-time queueing system with timed vacations
2002,
We consider a discrete-time GI-GI-1 queueing system with server vacations. Vacations...
A note on the C2/G/1 queue and the C2/G/1 loss system
2000,
In this note, we consider the steady-state probability of delay (PW) in the C 2 /G/1...
Sojourn time in a queue with clustered periodic arrivals
2003,
This paper considers a first-in-first-out single-server queue with independent and...
Queues with equally heavy sojourn time and service requirement distributions
2002,
For the G/G/1 queue with First-Come First-Served, it is well known that the tail of...
Randomly interrupted GI/G/1 queues: Service strategies and stability issues
2002,
We consider a discrete-time queueing system subjected to random server interruptions....
Analysis of a discrete-time GI/G/1 queueing model subjected to bursty interruptions
2003,
In this contribution, we investigate a discrete-time single-server queue subjected to...
Transform-free analysis of the GI/G/1/K queue through the decomposed Little's formula
2003,
In this paper, we consider the steady-state queue length distribution of the GI/G/1/ K...
Analysis of MX/G/1 and GeoX/G/1 queues with random number of vacations
2002,
By using the arrival time approach of Chae et al ., we derive various performance...
Note on the GI/G/1 queue with LCFS-PR observed at arbitrary times
2001,
Consider the GI/G/1 queue with the Last-Come First-Served Preemptive-Resume service...
Papers per page: