Add to ORKGFor a general class of closed feedforward fork and join queueing networks, we derive the tail asymptotics of transient cycle times and waiting times under the assumption that the service time distribution of at least one station is subexponential. We also argue that under certain conditions the asymptotic tail distributions remain the same for stationary cycle times and waiting times
We consider a closed queueing network, consisting of two FCFS single server queues in series: a queu...
We study a queueing network with a single shared server, that serves the queues in a cyclic order ac...
steady state. In particular, we investigate the tail behavior of P (V> x) as x! 1 with V being th...
We consider a closed fork and join queueing network where several lines feed a single as-sembly stat...
This dissertation is concerned with the tail asymptotics of queueing networks with subexponential se...
In this paper, the asymptotic behaviour of the distribution tail of the stationary waiting time W in...
Abstract This paper considers the stationary queue length and waiting time distributions in a FIFO B...
We study a queueing network with a single shared server that serves the queues in a cyclic order. Ex...
In this article, we consider the two-node fork-join model with a Poisson arrival process and exponen...
We consider an M/G/1 queue with subexponential service times. We give a simple derivation of the glo...
AbstractThis paper considers a stable GI/GI/1 queue with subexponential service time distribution. U...
Abstract—We study the asymptotics of the stationary sojourn time Z of a “typical customer” in a tand...
AbstractWe study the tail asymptotics of the r.v. X(T) where {X(t)} is a stochastic process with a l...
We consider a closed queueing network, consisting of two FCFS single server queues in series: a queu...
This paper considers a stable GI/GI/1 queue with subexponential service time distribution. Under nat...
We consider a closed queueing network, consisting of two FCFS single server queues in series: a queu...
We study a queueing network with a single shared server, that serves the queues in a cyclic order ac...
steady state. In particular, we investigate the tail behavior of P (V> x) as x! 1 with V being th...
We consider a closed fork and join queueing network where several lines feed a single as-sembly stat...
This dissertation is concerned with the tail asymptotics of queueing networks with subexponential se...
In this paper, the asymptotic behaviour of the distribution tail of the stationary waiting time W in...
Abstract This paper considers the stationary queue length and waiting time distributions in a FIFO B...
We study a queueing network with a single shared server that serves the queues in a cyclic order. Ex...
In this article, we consider the two-node fork-join model with a Poisson arrival process and exponen...
We consider an M/G/1 queue with subexponential service times. We give a simple derivation of the glo...
AbstractThis paper considers a stable GI/GI/1 queue with subexponential service time distribution. U...
Abstract—We study the asymptotics of the stationary sojourn time Z of a “typical customer” in a tand...
AbstractWe study the tail asymptotics of the r.v. X(T) where {X(t)} is a stochastic process with a l...
We consider a closed queueing network, consisting of two FCFS single server queues in series: a queu...
This paper considers a stable GI/GI/1 queue with subexponential service time distribution. Under nat...
We consider a closed queueing network, consisting of two FCFS single server queues in series: a queu...
We study a queueing network with a single shared server, that serves the queues in a cyclic order ac...
steady state. In particular, we investigate the tail behavior of P (V> x) as x! 1 with V being th...