Sample path large deviations principles for Poisson shot noise processes, and applications.
Sample-path analysis of the proportional relation and its constant for discrete-time single-server queues.
Sample-path stability conditions for multiserver input-output processes.
Semi-Markov switches
Single retrial queues with service option on arrival.
Single server queueing networks with varying sevice times and renewal input.
Single server tandem queues and queueing networks with non-correlated successive service times.
Sojourn time distributions in a Markovian G-queue with batch arrival and batch removal.
Solution of a Transient State, Limited Space Queueing Problem with Arrival and Departure Rates Depending on Queue Length
Some approximate equilibrium results for the no-queue system
Some aspects of balking and reneging in finite buffer queues
In this paper, a single server finite buffer Markovian queuing system is analyzed with the additional restriction that customers may balk as well as renege. Reneging considered in literature is usually of position independent type where the reneging rate is constant irrespective of the position of the customer in the system. However there are many real world situations where this assumption does not hold. This paper is an attempt to model balking with position dependent reneging. Explicit closed...
Some aspects of balking and reneging in finite buffer queues
In this paper, a single server finite buffer Markovian queuing system is analyzed with the additional restriction that customers may balk as well as renege. Reneging considered in literature is usually of position independent type where the reneging rate is constant irrespective of the position of the customer in the system. However there are many real world situations where this assumption does not hold. This paper is an attempt to model balking with position dependent reneging. Explicit closed...
Some inequalities for GI/M/n queues
Some performance measures for vacation models with a batch Markovian arrival process.
Some reflections on the renewal-theory paradox in queueing theory.
Stability conditions of a queueing system model via fluid limits
We study the ergodicity of a multi-class queueing model via fluid limits which have the advantage of describing the model in macroscopic form. We consider a model of processing bandwidth requests. Our system is defined by a network of capacity C=N, and a queue which contains an infinite number of items of various sizes 1, a' and b' with 1 < a' < b' < N. The problem considered is: Under what conditions on the parameters of some large classes of networks, do they reach the stationary regime?...
Stability of queueing network system with two stations and classes.
Stability of queueing networks.
Stability of retrial queues with versatile retrial policy.
Stability properties of constrained jump-diffusion processes.