In this paper we develop a new Taylor series expansion method for computing model output metrics under epistemic uncertainty in the model input parameters. Specifically, we compute the expected value and the variance of the stationary distribution associated with Markov reliability models. In the multi-parameter case, our approach allows to analyze the impact of correlation between the uncertainty on the individual parameters the model output metric. In addition, we also approximate true risk by using the Chebyshev’ inequality. Numerical results are presented and compared to the corresponding Monte Carlo simulations ones
This paper introduces a practical comparison of a newly introduced inverse method for the quantifica...
In the field of uncertainty quantification (UQ), epistemic uncertainty often refers to the kind of u...
International audienceThe proposed method generalizes uncertainty propagation methods for complex st...
In this paper we develop a new Taylor series expansion method for computing model output metrics und...
In this article, we develop a new methodology for integrating epistemic uncertainties into the compu...
Stochastic models are often employed to study dependability of critical systems and assess various h...
Most analytical models include variables that have randomness or uncertainties associated with them...
Many probabilistic uncertainty propagation methods have been developed for many single discipline pr...
Markov-reward models are often used to analyze the reliability and performability of computer system...
Two types of uncertainty exist in engineering. Aleatory uncertainty comes from inherent variations w...
When performing a reliability analysis, it is always necessary to first specify probabil-ity distrib...
This paper is concerned with the characterization and the propagation of errors associated with data...
This article studies the role of model uncertainties in sensitivity and probability analysis of reli...
A general framework to approach the challenge of uncertainty propagation in model based prognostics ...
In the field of uncertainty quantification, uncertainty in the governing equations may assume two fo...
This paper introduces a practical comparison of a newly introduced inverse method for the quantifica...
In the field of uncertainty quantification (UQ), epistemic uncertainty often refers to the kind of u...
International audienceThe proposed method generalizes uncertainty propagation methods for complex st...
In this paper we develop a new Taylor series expansion method for computing model output metrics und...
In this article, we develop a new methodology for integrating epistemic uncertainties into the compu...
Stochastic models are often employed to study dependability of critical systems and assess various h...
Most analytical models include variables that have randomness or uncertainties associated with them...
Many probabilistic uncertainty propagation methods have been developed for many single discipline pr...
Markov-reward models are often used to analyze the reliability and performability of computer system...
Two types of uncertainty exist in engineering. Aleatory uncertainty comes from inherent variations w...
When performing a reliability analysis, it is always necessary to first specify probabil-ity distrib...
This paper is concerned with the characterization and the propagation of errors associated with data...
This article studies the role of model uncertainties in sensitivity and probability analysis of reli...
A general framework to approach the challenge of uncertainty propagation in model based prognostics ...
In the field of uncertainty quantification, uncertainty in the governing equations may assume two fo...
This paper introduces a practical comparison of a newly introduced inverse method for the quantifica...
In the field of uncertainty quantification (UQ), epistemic uncertainty often refers to the kind of u...
International audienceThe proposed method generalizes uncertainty propagation methods for complex st...