Point prediction for record values based on order statistics

Consider a one-component repairable system that the number of its repair is a positive variable. It is shown that several reliability properties preserve under minimal repair policy. A necessary and sufficient condition for the lifetime of system...

The aim of this paper is to study the repairable systems subjected to minimal repair. Here minimal repair means that the repair done on a system leaves the system in exactly the same condition as it was just before failure, see for example Barlow...

In this paper, we consider a repairable system in which two types of failures can occur on each failure. One is a minor failure that

can be corrected with minimal repair, whereas the other type is a catastrophic failure that destroys...

Consider a system that is subject to shocks and the system alive with at most N failures.

The first (N -1) failures are rectified by minimal repairs and the Nth failure is fatal to the system.

In this paper, such a system is considered...

Consider a system subject to three types of failures with different rate functions and

different costs in which repairs and replacement. The type I and II failures arrive according

to a non-homogeneous Poisson ...

‎In this paper‎, ‎we‎ ‎consider a repairable system ‎with minimal repairs ‎whose number of‎

‎repairs is a positive random variable with a given‎ ‎probability vector‎. ‎Some preservation theorems ‎and ‎‎aging properties of repairable...

In this paper, nonparametric methods are proposed to construct prediction

intervals for the lifetime of a coherent system with known signatures. An explicit

expression for the coverage probability of the ...

This paper deals with a repairable system subject to three types of failures which arrive according to a nonhomogeneous Poisson process. It is assumed that the type I failure can be fixed (k−1) times by a minimal repair policy and type III failure...