This paper presents the development of the differential importance measures (DIM), proposed recently for the use in risk-informed decision-making, in the context of Markov reliability models. The proposed DIM are essentially based on directional derivatives. They can be used to quantify the relative contribution of a component (or a group of components, a state or a group of states) of the system on the total variation of system performance provoked by the changes in system parameters values. The estimation of DIM at steady state using only a single sample path of a Markov process is also investigated. A numerical example of a dynamic system is finally introduced to illustrate the use of DIM, as well as the advantages of proposed evaluation...
Several examples of use of four importance measures for repairable multistate systems. The measures ...
Piecewise deterministic Markov processes (PDMPs) can be used to model complex dynamical industrial s...
Very complex systems occur nowadays quite frequently in many technological areas and they are often ...
International audienceThis paper presents the development of the differential importance measures (D...
Reliability importance measures provide useful insight in system performance (reliability, availabil...
International audienceIn dynamic reliability, the evolution of a system is governed by a piecewise d...
In order to assess the reliability of a complex industrial system by simulation, and in reasonable t...
: We propose a general procedure to be applied for the estimation of the First and Total order Diffe...
Importance measures are integral parts of risk assessment for risk-informed decision making. Because...
In probabilistic risk assessment, attention is often focused on the expected value of a risk metric....
The paper refers to the evaluation of the Unavailability of systems made by repairable binary compon...
Within the field of reliability multistate systems represent a natural extension of the classical bi...
This chapter discusses the class of moment independent importance measures. This class comprises den...
This paper presents new risk importance measures applicable to a dynamic reliability analysis approa...
Several examples of use of four importance measures for repairable multistate systems. The measures ...
Piecewise deterministic Markov processes (PDMPs) can be used to model complex dynamical industrial s...
Very complex systems occur nowadays quite frequently in many technological areas and they are often ...
International audienceThis paper presents the development of the differential importance measures (D...
Reliability importance measures provide useful insight in system performance (reliability, availabil...
International audienceIn dynamic reliability, the evolution of a system is governed by a piecewise d...
In order to assess the reliability of a complex industrial system by simulation, and in reasonable t...
: We propose a general procedure to be applied for the estimation of the First and Total order Diffe...
Importance measures are integral parts of risk assessment for risk-informed decision making. Because...
In probabilistic risk assessment, attention is often focused on the expected value of a risk metric....
The paper refers to the evaluation of the Unavailability of systems made by repairable binary compon...
Within the field of reliability multistate systems represent a natural extension of the classical bi...
This chapter discusses the class of moment independent importance measures. This class comprises den...
This paper presents new risk importance measures applicable to a dynamic reliability analysis approa...
Several examples of use of four importance measures for repairable multistate systems. The measures ...
Piecewise deterministic Markov processes (PDMPs) can be used to model complex dynamical industrial s...
Very complex systems occur nowadays quite frequently in many technological areas and they are often ...