AbstractA quasi-reversible queue can be associated with certain type of transactions of a Markov chain. It is shown that if Markov chains are coupled in a certain way, then to the resulting chain be associated a queuing network which is itself quasi-reversible and the stationary distribution of the chain takes the product form. The product form for mixed networks is derived from the result for open networks
AbstractA generalization of the Reversed Compound Agent Theorem of Markovian process algebra is deri...
We consider a very general type of d-station open queueing network, with multiple customer classes a...
Product-forms are well-known in the community of performance evaluation because they allow the compu...
AbstractA quasi-reversible queue can be associated with certain type of transactions of a Markov cha...
AbstractThis paper relates the reversibility of certain discrete state Markovian queueing networks —...
AbstractIntroducing the concept of semi-reversibility for stable service systems in which customers ...
We provide a general framework for interconnecting a collection of quasi-reversible nodes in such a ...
AbstractThis paper analyzes open networks of quasireversible nodes with a single class of customers ...
This chapter considers the decomposition and aggregation of multiclass queueing networks with state-...
Abstract. The analysis of models specified with formalisms like Marko-vian process algebras or stoch...
This paper analyzes open networks of quasireversible nodes with a single class of customers and in e...
In this article some new product theorems for opened and closed queuing networks with finite number ...
The analysis of models specified with formalisms like Markovian process algebras or stochastic autom...
AbstractProduct-form solutions in Markovian process algebra (MPA) are constructed using properties o...
AbstractWe discuss Brownian analogues of a celebrated theorem, due to Burke, which states that the o...
AbstractA generalization of the Reversed Compound Agent Theorem of Markovian process algebra is deri...
We consider a very general type of d-station open queueing network, with multiple customer classes a...
Product-forms are well-known in the community of performance evaluation because they allow the compu...
AbstractA quasi-reversible queue can be associated with certain type of transactions of a Markov cha...
AbstractThis paper relates the reversibility of certain discrete state Markovian queueing networks —...
AbstractIntroducing the concept of semi-reversibility for stable service systems in which customers ...
We provide a general framework for interconnecting a collection of quasi-reversible nodes in such a ...
AbstractThis paper analyzes open networks of quasireversible nodes with a single class of customers ...
This chapter considers the decomposition and aggregation of multiclass queueing networks with state-...
Abstract. The analysis of models specified with formalisms like Marko-vian process algebras or stoch...
This paper analyzes open networks of quasireversible nodes with a single class of customers and in e...
In this article some new product theorems for opened and closed queuing networks with finite number ...
The analysis of models specified with formalisms like Markovian process algebras or stochastic autom...
AbstractProduct-form solutions in Markovian process algebra (MPA) are constructed using properties o...
AbstractWe discuss Brownian analogues of a celebrated theorem, due to Burke, which states that the o...
AbstractA generalization of the Reversed Compound Agent Theorem of Markovian process algebra is deri...
We consider a very general type of d-station open queueing network, with multiple customer classes a...
Product-forms are well-known in the community of performance evaluation because they allow the compu...