Networks of queues which have a productform solution can be analyzed easily by the convolution method or with mean value analysis. Regrettably, however, many practical queueing network models do not possess a productform solution. In this paper the following approach is advocated for models with alight deviations from the productform conditions: approximate the model interatively by a sequence of models which satisfy conditions for simple analysis. Quite often aggregation and mean value analysis provide the natural approach for de signing an iteration step. Applications which are mentioned are: two-phase servers where the first phase is a preparatory one; a type of priorities; blocking; many-chains networks; FCFS-servers with different work...
We fonnulate an approximate recursive relation for the sojourn time, queuelength and throughput of a...
We fonnulate an approximate recursive relation for the sojourn time, queuelength and throughput of a...
We consider a general class of closed product-form queueing networks, consisting of single-server qu...
Networks of queues which have a productform solution can be analyzed easily by the convolution metho...
Networks of queues which have a productform solution can be analyzed easily by the convolution metho...
Networks of queues which have a productform solution can be analyzed easily by the convolution metho...
Networks of queues which have a productform solution can be analyzed easily by the convolution metho...
Networks of queues which have a productform solution can be analyzed easily by the convolution metho...
If networks of queues satisfy certain conditions, then the equilibrium distribution for the number o...
If networks of queues satisfy certain conditions, then the equilibrium distribution for the number o...
If networks of queues satisfy certain conditions, then the equilibrium distribution for the number o...
If networks of queues satisfy certain conditions, then the equilibrium distribution for the number o...
If networks of queues satisfy certain conditions, then the equilibrium distribution for the number o...
The two primary issues in choosing a computing system model are credibility of the model and cost of...
The two primary issues in choosing a computing system model are credibility of the model and cost of...
We fonnulate an approximate recursive relation for the sojourn time, queuelength and throughput of a...
We fonnulate an approximate recursive relation for the sojourn time, queuelength and throughput of a...
We consider a general class of closed product-form queueing networks, consisting of single-server qu...
Networks of queues which have a productform solution can be analyzed easily by the convolution metho...
Networks of queues which have a productform solution can be analyzed easily by the convolution metho...
Networks of queues which have a productform solution can be analyzed easily by the convolution metho...
Networks of queues which have a productform solution can be analyzed easily by the convolution metho...
Networks of queues which have a productform solution can be analyzed easily by the convolution metho...
If networks of queues satisfy certain conditions, then the equilibrium distribution for the number o...
If networks of queues satisfy certain conditions, then the equilibrium distribution for the number o...
If networks of queues satisfy certain conditions, then the equilibrium distribution for the number o...
If networks of queues satisfy certain conditions, then the equilibrium distribution for the number o...
If networks of queues satisfy certain conditions, then the equilibrium distribution for the number o...
The two primary issues in choosing a computing system model are credibility of the model and cost of...
The two primary issues in choosing a computing system model are credibility of the model and cost of...
We fonnulate an approximate recursive relation for the sojourn time, queuelength and throughput of a...
We fonnulate an approximate recursive relation for the sojourn time, queuelength and throughput of a...
We consider a general class of closed product-form queueing networks, consisting of single-server qu...