International audienceWe study a network of fluid queues in which exogenous arrivals are modulated by a continuous-time Markov chain. Service rates in each queue are proportional to the queue size, and the network is assumed to be irreducible. The queue levels satisfy a linear, vector-valued differential equation. We obtain joint moments of the queue sizes recursively, and deduce the Laplace transform of the queue sizes in the stationary regime
In this paper we study two transient characteristics of a Markov-fluiddriven queue, viz., the busy p...
We consider a single server queue with the interarrival times and the service times forming a regene...
Markovian fluid flow models are used extensively in performance analysis of communication networks. ...
International audienceWe study a network of fluid queues in which exogenous arrivals are modulated b...
Abstract: We consider an innite capacity fluid queue governed by a continuous time Markov chain and ...
We study a network of parallel single-server queues, where the service speeds are governed by a cont...
We consider an innite capacity second order fluid queue governed by a continuous time Markov chain a...
We study fluid limits based on ordinary differential equations (ODEs) for Markovian queueing models ...
Abstract. We analyze the stationary behavior of a fluid queue when the instantaneous rate of the inp...
textabstractThis paper studies an infinite-server queue in a Markov environment, that is, an infinit...
This paper deals with state-dependent open Markovian (or exponential) queuing networks, for which ar...
We consider an infinite-server queue, where the arrival and service rates are both governed by a sem...
We consider an infinite fluid queue modulated by a Markovian environment which varies slowly between...
In this paper we study two transient characteristics of a Markov-fluiddriven queue, viz., the busy p...
We consider a single server queue with the interarrival times and the service times forming a regene...
Markovian fluid flow models are used extensively in performance analysis of communication networks. ...
International audienceWe study a network of fluid queues in which exogenous arrivals are modulated b...
Abstract: We consider an innite capacity fluid queue governed by a continuous time Markov chain and ...
We study a network of parallel single-server queues, where the service speeds are governed by a cont...
We consider an innite capacity second order fluid queue governed by a continuous time Markov chain a...
We study fluid limits based on ordinary differential equations (ODEs) for Markovian queueing models ...
Abstract. We analyze the stationary behavior of a fluid queue when the instantaneous rate of the inp...
textabstractThis paper studies an infinite-server queue in a Markov environment, that is, an infinit...
This paper deals with state-dependent open Markovian (or exponential) queuing networks, for which ar...
We consider an infinite-server queue, where the arrival and service rates are both governed by a sem...
We consider an infinite fluid queue modulated by a Markovian environment which varies slowly between...
In this paper we study two transient characteristics of a Markov-fluiddriven queue, viz., the busy p...
We consider a single server queue with the interarrival times and the service times forming a regene...
Markovian fluid flow models are used extensively in performance analysis of communication networks. ...
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