A new life time distribution is proposed by the use of Sine function in terms of some life time
distribution as baseline distribution. It is derived for the baseline distribution as exponential …

A new distribution is proposed by the use of some baseline distribution. As an application
part, it is derived for the baseline distribution as exponential distribution. The new …

This article deals with progressive first-failure censoring, which is a generalization of
progressive censoring. We derive maximum likelihood estimators of the unknown …

In this paper, we consider the problem of estimating unknown parameters of an inverse
Weibull distribution when it is known that samples are progressive type-I interval censored …

A generalized version of inverted exponential distribution (IED) is considered in this paper.
This lifetime distribution is capable of modeling various shapes of failure rates, and hence …

The challenge of estimating the parameters for the inverse Weibull (IW) distribution
employing progressive censoring Type‐I (PCTI) will be addressed in this study using …

The existing DUS-multivariate inverse Weibull distribution under classical statistics can be
applied when all observations in the data are imprecise. In this paper, we introduce DUS …

In this paper new formulas for E-Bayesian and hierarchical Bayesian estimations of the
parameter and reliability of the inverse Weibull distribution are obtained in closed forms. To …

This paper aims to estimate the stress–strength reliability parameter R= P (Y< X) using
progressive type-II censored data, when X and Y are two independent inverse Weibull …

This article deals with the estimation of the parameters and reliability characteristics in
inverse Weibull (IW) distribution based on the random censoring model. The censoring …