Abstract: This paper reports simulation experiments, applying the cross entropy method such as the importance sampling algorithm for efficient estimation of rare event probabilities in Markovian reliability systems. The method is compared to various failure biasing schemes that have been proved to give estimators with bounded relative errors. The results from the experiments indicate a considerable improvement of the performance of the importance sampling estimators, where performance is measured by the relative error of the estimate, by the relative error of the estimator, and by the gain of the importance sampling simulation to the normal simulation
AbstractThe correspondence between the cross-entropy method and the zero-variance approximation to s...
Very complex systems occur nowadays quite frequently in many technological areas and they are often ...
International audienceUrban passenger rail systems are large scale systems comprising highly reliabl...
There are various importance sampling schemes to estimate rare event probabilities in Markovian syst...
The cross entropy is a well-known adaptive importance sampling method which requires estimating an o...
The cross entropy is a well-known adaptive importance sampling method which requires estimating an o...
The Cross Entropy is a well-known adaptive importance sampling method whichrequires estimating an op...
Rare event probability estimation is an important topic in reliability analysis. Stochastic methods,...
This paper deals with estimation of probabilities of rare events in static simulation models using a...
International audienceStatistical model checking avoids the exponential growth of states associated ...
We discuss the problem of estimating probabilities of rare events in static simulation models using ...
Although importance sampling is an established and effective sampling and estimation technique, it b...
In this paper, a method is presented for the efficient estimation of rare-event (buffer overflow) pr...
Importance sampling can be highly efficient if a good importance sampling density is constructed. Al...
We apply the minimum cross-entropy method (MinXEnt) for estimating rare-event probabilities for the ...
AbstractThe correspondence between the cross-entropy method and the zero-variance approximation to s...
Very complex systems occur nowadays quite frequently in many technological areas and they are often ...
International audienceUrban passenger rail systems are large scale systems comprising highly reliabl...
There are various importance sampling schemes to estimate rare event probabilities in Markovian syst...
The cross entropy is a well-known adaptive importance sampling method which requires estimating an o...
The cross entropy is a well-known adaptive importance sampling method which requires estimating an o...
The Cross Entropy is a well-known adaptive importance sampling method whichrequires estimating an op...
Rare event probability estimation is an important topic in reliability analysis. Stochastic methods,...
This paper deals with estimation of probabilities of rare events in static simulation models using a...
International audienceStatistical model checking avoids the exponential growth of states associated ...
We discuss the problem of estimating probabilities of rare events in static simulation models using ...
Although importance sampling is an established and effective sampling and estimation technique, it b...
In this paper, a method is presented for the efficient estimation of rare-event (buffer overflow) pr...
Importance sampling can be highly efficient if a good importance sampling density is constructed. Al...
We apply the minimum cross-entropy method (MinXEnt) for estimating rare-event probabilities for the ...
AbstractThe correspondence between the cross-entropy method and the zero-variance approximation to s...
Very complex systems occur nowadays quite frequently in many technological areas and they are often ...
International audienceUrban passenger rail systems are large scale systems comprising highly reliabl...