Add to ORKGIn this paper we study the excursions of the workload process of G/GI/1 queues above a given level. Instead of invoking classical semi-regenerative arguments, we adopt a martingale formulation via the use of the predictable characteristics associated with the semi-martingales of the excursion process. We calculate the stationary distribution of the excursion process as well as analyse the duration of excursions and associated properties.Queues Workload Excursions Martingales Predictable characteristics Palm probabilities
We consider a polling system: a queueing system of $N \geq 1$ queues with Poisson arrivals $Q_1, \ld...
In this paper we consider Lévy processes without negative jumps, reflected at the origin. Feedback i...
Abstract. The distribution of the remaining service time upon reaching some target level in an M/G/1...
It is shown that the stationary excursions above level x for the stationary M/G/1 queue with the ser...
The original publication is available at www.springerlink.comIn this paper we presents a martingale ...
AbstractIn this paper we study the existence of empirical distributions of G/G/1 queues via a sample...
An exponential martingale is associated with the Markov chain of the number of customers in the M/GI...
In this paper we generalize known workload decomposition results for Lévy queues with secondary jump...
We examine level crossings of sample paths of queueing processes and investigate the conditions unde...
A review of the work of V.E. Bens and P. Brmaud on a single-server queue G/G/1 is interpreted in ter...
We consider two types of queues with workload-dependent arrival rate and service speed. Our study is...
In this paper we study the existence of empirical distributions of G/G/1 queues via a sample-path ap...
We consider a variation of the M/G/1 queue in which, when the system contains more than k customers,...
This article studies the performance of the MAP/G/1 queue under workload control and post processing...
This paper analyzes transient characteristics of Gaussian queues. More specifically, we determine th...
We consider a polling system: a queueing system of $N \geq 1$ queues with Poisson arrivals $Q_1, \ld...
In this paper we consider Lévy processes without negative jumps, reflected at the origin. Feedback i...
Abstract. The distribution of the remaining service time upon reaching some target level in an M/G/1...
It is shown that the stationary excursions above level x for the stationary M/G/1 queue with the ser...
The original publication is available at www.springerlink.comIn this paper we presents a martingale ...
AbstractIn this paper we study the existence of empirical distributions of G/G/1 queues via a sample...
An exponential martingale is associated with the Markov chain of the number of customers in the M/GI...
In this paper we generalize known workload decomposition results for Lévy queues with secondary jump...
We examine level crossings of sample paths of queueing processes and investigate the conditions unde...
A review of the work of V.E. Bens and P. Brmaud on a single-server queue G/G/1 is interpreted in ter...
We consider two types of queues with workload-dependent arrival rate and service speed. Our study is...
In this paper we study the existence of empirical distributions of G/G/1 queues via a sample-path ap...
We consider a variation of the M/G/1 queue in which, when the system contains more than k customers,...
This article studies the performance of the MAP/G/1 queue under workload control and post processing...
This paper analyzes transient characteristics of Gaussian queues. More specifically, we determine th...
We consider a polling system: a queueing system of $N \geq 1$ queues with Poisson arrivals $Q_1, \ld...
In this paper we consider Lévy processes without negative jumps, reflected at the origin. Feedback i...
Abstract. The distribution of the remaining service time upon reaching some target level in an M/G/1...