In the disjoint products version of reliability analysis of weighted–k–out–of–n systems, it is necessary to determine the order in which the weight of components is to be considered. The k–out–of–n:G(F) system consists of n components; each com-ponent has its own probability and positive integer weight such that the system is operational (failed) if and only if the total weight of some operational (failure) components is at least k. This paper designs a method to compute the reliability in O(nk) computing time and in O(nk) memory space. The proposed method expresses the system reliability in fewer product terms than those already published
SUMMARY. In this paper, we characterise the coefficients in the simple form of the reliability funct...
For reliability analysis, the choice between tie-sets and cut-sets is not a matter of convenience bu...
Many structural systems require a minimal number of components to be operational, and predicting the...
In the disjoint products version of reliability analysis of weighted–k–out–of–n systems, it is neces...
A weighted version of the k-out–of–n system is considered. In the disjoint products version of relia...
A weighted version of the k -out-of-n system is considered. In the disjoint products version of reli...
The (n,f, k): F(G) system consists of n components and the system fails (works) if and only if there...
The literature on "weighted k-out-of-n" systems is briefly reviewed. The concept may result in syste...
[[abstract]]This paper presents a new method, the HHL 91 algorithm, for calculating the network syst...
A reliability optimization model is proposed in this paper for multi-state weighted k-out-of-n syste...
Most systems are composed of several subsystems. The reliability of a system depends on how the comp...
A new reliability evaluation methodology for multistate weighted k-out-of-n systems is presented in ...
Due to initial cracks, careless construction, and extreme load conditions, components with brittle b...
Nowadays, improving system reliability is becoming an important criterion for engineering industries...
The present paper develops mathematical models for evaluating the exact reliability and mean time to...
SUMMARY. In this paper, we characterise the coefficients in the simple form of the reliability funct...
For reliability analysis, the choice between tie-sets and cut-sets is not a matter of convenience bu...
Many structural systems require a minimal number of components to be operational, and predicting the...
In the disjoint products version of reliability analysis of weighted–k–out–of–n systems, it is neces...
A weighted version of the k-out–of–n system is considered. In the disjoint products version of relia...
A weighted version of the k -out-of-n system is considered. In the disjoint products version of reli...
The (n,f, k): F(G) system consists of n components and the system fails (works) if and only if there...
The literature on "weighted k-out-of-n" systems is briefly reviewed. The concept may result in syste...
[[abstract]]This paper presents a new method, the HHL 91 algorithm, for calculating the network syst...
A reliability optimization model is proposed in this paper for multi-state weighted k-out-of-n syste...
Most systems are composed of several subsystems. The reliability of a system depends on how the comp...
A new reliability evaluation methodology for multistate weighted k-out-of-n systems is presented in ...
Due to initial cracks, careless construction, and extreme load conditions, components with brittle b...
Nowadays, improving system reliability is becoming an important criterion for engineering industries...
The present paper develops mathematical models for evaluating the exact reliability and mean time to...
SUMMARY. In this paper, we characterise the coefficients in the simple form of the reliability funct...
For reliability analysis, the choice between tie-sets and cut-sets is not a matter of convenience bu...
Many structural systems require a minimal number of components to be operational, and predicting the...