In this note, we identify a simple setup from which one may easily infer various decomposition results for queues with interruptions as well as càdlàg processes with certain secondary jump inputs. Special cases are processes with stationary or stationary and independent increments. In the Lévy process case, the decomposition holds not only in the limit but also at independent exponential times, due to the Wiener-Hopf decomposition. A similar statement holds regarding the GI/GI/1 setting with multiple vacation
We analyze the approximation quality of the discrete-time decomposition approach, compared to simula...
In this work, we provide initial insights regarding the error introducedinto multicomponent queueing...
We discover two decomposition properties in certain fluid queues. In a queue fed by burst flows, the...
In this paper we generalize known workload decomposition results for Lévy queues with secondary jump...
For several specific queueing models with a vacation policy, the stationary system occupancy at the ...
Summary In this thesis we study the time-dependent behavior of queueing systems. The study is focuse...
We study the convergence of the M/G/1 processor-sharing, queue length process in the heavy traffic r...
This paper considers queues with server vacations, but departs from the traditional setting in two w...
In this paper we generalize the martingale of Kella and Whitt to the setting of Lévy-type processes ...
This paper considers queues with server vacations, but departs from the traditional setting in two w...
We establish many-server heavy-traffic limits for G/M/n + M queueing models, allowing cus- tomer aba...
We derive factorization identities for a class of preemptive-resume queueing systems, with batch arr...
We analyze the approximation quality of the discrete-time decomposition approach, compared to simula...
In this work, we provide initial insights regarding the error introducedinto multicomponent queueing...
We discover two decomposition properties in certain fluid queues. In a queue fed by burst flows, the...
In this paper we generalize known workload decomposition results for Lévy queues with secondary jump...
For several specific queueing models with a vacation policy, the stationary system occupancy at the ...
Summary In this thesis we study the time-dependent behavior of queueing systems. The study is focuse...
We study the convergence of the M/G/1 processor-sharing, queue length process in the heavy traffic r...
This paper considers queues with server vacations, but departs from the traditional setting in two w...
In this paper we generalize the martingale of Kella and Whitt to the setting of Lévy-type processes ...
This paper considers queues with server vacations, but departs from the traditional setting in two w...
We establish many-server heavy-traffic limits for G/M/n + M queueing models, allowing cus- tomer aba...
We derive factorization identities for a class of preemptive-resume queueing systems, with batch arr...
We analyze the approximation quality of the discrete-time decomposition approach, compared to simula...
In this work, we provide initial insights regarding the error introducedinto multicomponent queueing...
We discover two decomposition properties in certain fluid queues. In a queue fed by burst flows, the...