Add to ORKGIn this paper, we consider the residual lifetimes of surviving components of a failed coherent system with n independent and identically distributed components, given that before time t1 (t1 \u3e 0), exactly r (r \u3c n) components have failed and, at time t2 (t2 \u3e t1) the system just failed. Some aging properties and preservation results of the residual lives of the surviving components of such systems are obtained. Also some examples and applications are given
The minimal repair replacement is a reasonable assumption in many practical systems. Under this ass...
summary:In this paper, we consider the linear and circular consecutive $k$-out-of-$n$ systems consis...
The signature of a coherent system has been studied extensively in the recent literature. Signatures...
The mixture representations of the reliability functions of the residual life and inactivity time of...
Mean residual life is a useful dynamic characteristic to study reliability of a system. It has been ...
Consider a coherent system with possibly dependent components having lifetime T, and assume we know ...
Consider an n-component coherent system having random lifetime T_X, where X = (X1, . . . ,Xn) is the...
We consider the classical problem of whether certain classes of lifetime distributions are preserved...
The consecutive k-out-of-n systems are important structures in reliability engineering due to their ...
This study is an exposition of the article Residual Lifetimes in Random Parallel Systems by Frederic...
The coherent systems are basic concepts in reliability theory and survival analysis. They contain as...
We consider a system with n independent and identically distributed components. The system fails if ...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
One of the most important types of system structures is the parallel structure. In the present artic...
National Natural Science Foundation of China [10771090]This note studies coherent systems with indep...
The minimal repair replacement is a reasonable assumption in many practical systems. Under this ass...
summary:In this paper, we consider the linear and circular consecutive $k$-out-of-$n$ systems consis...
The signature of a coherent system has been studied extensively in the recent literature. Signatures...
The mixture representations of the reliability functions of the residual life and inactivity time of...
Mean residual life is a useful dynamic characteristic to study reliability of a system. It has been ...
Consider a coherent system with possibly dependent components having lifetime T, and assume we know ...
Consider an n-component coherent system having random lifetime T_X, where X = (X1, . . . ,Xn) is the...
We consider the classical problem of whether certain classes of lifetime distributions are preserved...
The consecutive k-out-of-n systems are important structures in reliability engineering due to their ...
This study is an exposition of the article Residual Lifetimes in Random Parallel Systems by Frederic...
The coherent systems are basic concepts in reliability theory and survival analysis. They contain as...
We consider a system with n independent and identically distributed components. The system fails if ...
Consider (X,Y) describing the failure times of two non-indep. components of a system. Assuming that ...
One of the most important types of system structures is the parallel structure. In the present artic...
National Natural Science Foundation of China [10771090]This note studies coherent systems with indep...
The minimal repair replacement is a reasonable assumption in many practical systems. Under this ass...
summary:In this paper, we consider the linear and circular consecutive $k$-out-of-$n$ systems consis...
The signature of a coherent system has been studied extensively in the recent literature. Signatures...