General formulas are proposed to quantify the effects of changing the arrival and service rates in the so-called BCMP network. These formulas relate the derivative of the expectation of any function F of the state of the network with respect to any arrival/service rate in the network, to known functions of the state of the network. As an application, sensitivity results of interest bearing on throughputs and on the moments of queue lengths can be derived by appropriate choices of the function F
Queueing networks with multiple classes of customers play a fundamental role for evaluating the perf...
Product-form queueing networks have been useful for modeling complex systems such as flexible manufa...
The origin of queueing theory and its application traces back to Erlang’s historical work for teleph...
We study the sensitivities of the performance measures in a closed queueing network with exponential...
The purpose of this tutorial is to survey queueing networks, a class of stochastic models extensivel...
We consider queueing networks for which the performance measureJ ( ) depends on a parameter , which ...
International audienceIn many real-life computer and networking applications, the distributions of s...
Product-form closed queueing networks are widely-used analytical models for the performance analysis...
This handbook aims to highlight fundamental, methodological and computational aspects of networks of...
The joint equilibrium distribution of queue sizes in a network of queues containing N service center...
A good telecommunication networks can be represented as queueing networks with state-dependent arriv...
A sensitivity analysis of a single-server, infinite-buffer queue with correlated arrivals and correl...
We consider a general class of closed product-form queueing networks, consisting of single-server qu...
We discuss the application of an efficient numerical algorithm to sensitivity analysis of the GI/M/1...
In this paper, we introduce new bounds on the system throughput and response time of closed, single-...
Queueing networks with multiple classes of customers play a fundamental role for evaluating the perf...
Product-form queueing networks have been useful for modeling complex systems such as flexible manufa...
The origin of queueing theory and its application traces back to Erlang’s historical work for teleph...
We study the sensitivities of the performance measures in a closed queueing network with exponential...
The purpose of this tutorial is to survey queueing networks, a class of stochastic models extensivel...
We consider queueing networks for which the performance measureJ ( ) depends on a parameter , which ...
International audienceIn many real-life computer and networking applications, the distributions of s...
Product-form closed queueing networks are widely-used analytical models for the performance analysis...
This handbook aims to highlight fundamental, methodological and computational aspects of networks of...
The joint equilibrium distribution of queue sizes in a network of queues containing N service center...
A good telecommunication networks can be represented as queueing networks with state-dependent arriv...
A sensitivity analysis of a single-server, infinite-buffer queue with correlated arrivals and correl...
We consider a general class of closed product-form queueing networks, consisting of single-server qu...
We discuss the application of an efficient numerical algorithm to sensitivity analysis of the GI/M/1...
In this paper, we introduce new bounds on the system throughput and response time of closed, single-...
Queueing networks with multiple classes of customers play a fundamental role for evaluating the perf...
Product-form queueing networks have been useful for modeling complex systems such as flexible manufa...
The origin of queueing theory and its application traces back to Erlang’s historical work for teleph...