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On residual lifetime of coherent systems after the rth failure
On the Percentile Residual Lifetime of Parallel Systems
component(s)hasbeenintroduced,andsomepropertiesofthismeasurehavebeeninves-
tigated. We show that the system accommodates decreasing percentile residual lifetime
function, provided the components have increasing hazard rate functions. Different par-
allel systems have been compared with each other in terms...
Stochastic Comparison of Repairable Systems
and Proschan (1966). The proposed plan by Chakandi et al. (2014) is considered and the idea is extended for comparing the performance of two repairable systems. Comparison results for the inactivity and residual lifetimes of two repairable...
On characterizations of the generalized Pareto distributions based on progressively censored order statistics
Predicting residual lifetimes of dynamic r-out-of-n systems
An important reliability index is the residual lifetime (RL). The RL may be used for designing engineering systems, maintenance policy programs as well as for comparison and prediction of system lifetimes. In this paper, dynamic r...
On the residual lifetimes of repairable systems
and some aging properties for the residual lifetime of the
system are studied. The exact expression for the mean residual life function of the system based on
the residual of records is obtained....
Some Results for Repairable Systems with Minimal Repairs
systems are established. Under the condition that at time $t$ the system is working, a new random variable for the residual lifetime of the system is proposed. Some stochastic ordering results among the lifetimes...
Conditional residual lifetimes of coherent systems
Rényi’s residual entropy: A quantile approach
Characterizations Based on Cumulative Residual Entropy of First- Order Statistics
-order statistics can
uniquely determines the parent distribution. Weibull family is characterized through
ratio of the CRE of the first-order statistics to its expectation. We have also some
bounds for the CRE of residual lifetime of a series...