We consider a polling system consisting of K queues and a single server S who visits the queues in a cyclic order. The polling discipline in each queue is the gated or exhaustive service discipline. We investigate the tail behaviour of the waiting time distributions at the various queues in the case that at least one of the service time or switchover time distributions has a regularly varying tail
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
We consider a polling system consisting of K queues and a single server S who visits the queues in a...
We consider a polling system consisting of K queues and a single server S who visits the queues in a...
We consider a polling system consisting of K queues and a single server S who visits the queues in a...
We consider a polling system consisting of K queues and a single server S who visits the queues in a...
We consider a polling system consisting of K queues and a single server S who visits the queues in a...
We consider a polling system where the server cyclically serves the queues according to the followin...
We consider a polling system where the server cyclically serves the queues according to the followin...
We consider a polling system where the server cyclically serves the queues according to the followin...
We consider a polling system where the server cyclically serves the queues according to the followin...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
We consider a polling system where the server cyclically serves the queues according to the followin...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
We consider a polling system consisting of K queues and a single server S who visits the queues in a...
We consider a polling system consisting of K queues and a single server S who visits the queues in a...
We consider a polling system consisting of K queues and a single server S who visits the queues in a...
We consider a polling system consisting of K queues and a single server S who visits the queues in a...
We consider a polling system consisting of K queues and a single server S who visits the queues in a...
We consider a polling system where the server cyclically serves the queues according to the followin...
We consider a polling system where the server cyclically serves the queues according to the followin...
We consider a polling system where the server cyclically serves the queues according to the followin...
We consider a polling system where the server cyclically serves the queues according to the followin...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
We consider a polling system where the server cyclically serves the queues according to the followin...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...
In this paper we consider a single-server, cyclic polling system with switch-over times and Poisson ...