Reliability engineering plays an important role in the design, manufacture, maintenance,
and replacement of industrial products. Over the last few decades, accelerated degradation …

Mudholkar and Srivastava [1993. Exponentiated Weibull family for analyzing bathtub failure
data. IEEE Trans. Reliability 42, 299–302] introduced three-parameter exponentiated …

In this paper we consider the estimation of the stress–strength parameter R= P (Y< X), when
X and Y are independent and both are three-parameter Weibull distributions with the …

This paper deals with the estimation of R= P [Y< X] when X and Y are two independent
Weibull distributions with different scale parameters but having the same shape parameter …

A new three-parameter exponential-type family of distributions which can be used in
modeling survival data, reliability problems and fatigue life studies is introduced. Its failure …

This article deals with the estimation of the stress-strength parameter R= P (Y< X) when X
and Y are independent Lindley random variables with different shape parameters. The …

The purpose of this paper is to study the structure and properties of the proportional
reversed hazard rate model (PRHRM) in contrast to the celebrated proportional hazard …

In this article, we introduce a new extended cosine family of distributions. Some important
mathematical and statistical properties are studied, including asymptotic results, a quantile …

This paper deals with the estimation of P [Y< X] when X and Y are two independent
generalized Pareto distributions with different parameters. The maximum likelihood …

In this paper, we are interested in the estimation of the reliability parameter R= P (X> Y)
where X, a component strength, and Y, a component stress, are independent power Lindley …