Add to ORKGIn this paper, the point at issue of this paper is to deliberate point and interval estimations for the parameters of Weibull-exponential distribution (WED) using progressively Type-II censored (PRO-II-C) sample under constant stress partially accelerated life tests (CSPALT) model. The maximum likelihood, Bayes and parametric bootstrap methods are used for estimating the unknown parameters and acceleration factor. Markov chain Monte Carlo (MCMC) and Lindley’s approximation are used to get the Bayes estimators. Finally, an example presented to illustrate the results
The accelerated life tests provide quick information on the life time distributions by testing mater...
In life-testing investigations, accelerated life testing is crucial since it reduces both time and c...
This paper aims to adopt partially accelerated life tests model, under Type-II censoring scheme. The...
In this paper, the estimations of linear exponential distribution parameters and the acceleration fa...
In this paper, the point at issue is to deliberate point and interval estimations for the parameters...
AbstractBased on progressively type-II censored samples, this paper considers progressive stress acc...
In this paper, inverse Weibull (IW) distribution with the step-stress model and progressive type-II ...
This study deals with simple Constant Stress Partially Accelerated life test (CSPALT) using type-II ...
In this paper, constant-stress Accelerated Life Testing (ALT) is studied when the lifetime of test u...
This paper presents a method of estimation parameters and acceleration factor of Kumaraswamy-Inverse...
This paper deals with the classical and Bayesian estimations of step-stress partially accelerated li...
This article has been made available through the Brunel Open Access Publishing Fund.Constant-stress ...
This paper deals with simple constant-stress Partially Accelerated Life Tests (PALT) with Type-II ce...
In this paper, the geometric process is introduced as a constant-stress accelerated model to analyze...
Based on progressive censoring, step-stress partially accelerated life tests are considered when the...
The accelerated life tests provide quick information on the life time distributions by testing mater...
In life-testing investigations, accelerated life testing is crucial since it reduces both time and c...
This paper aims to adopt partially accelerated life tests model, under Type-II censoring scheme. The...
In this paper, the estimations of linear exponential distribution parameters and the acceleration fa...
In this paper, the point at issue is to deliberate point and interval estimations for the parameters...
AbstractBased on progressively type-II censored samples, this paper considers progressive stress acc...
In this paper, inverse Weibull (IW) distribution with the step-stress model and progressive type-II ...
This study deals with simple Constant Stress Partially Accelerated life test (CSPALT) using type-II ...
In this paper, constant-stress Accelerated Life Testing (ALT) is studied when the lifetime of test u...
This paper presents a method of estimation parameters and acceleration factor of Kumaraswamy-Inverse...
This paper deals with the classical and Bayesian estimations of step-stress partially accelerated li...
This article has been made available through the Brunel Open Access Publishing Fund.Constant-stress ...
This paper deals with simple constant-stress Partially Accelerated Life Tests (PALT) with Type-II ce...
In this paper, the geometric process is introduced as a constant-stress accelerated model to analyze...
Based on progressive censoring, step-stress partially accelerated life tests are considered when the...
The accelerated life tests provide quick information on the life time distributions by testing mater...
In life-testing investigations, accelerated life testing is crucial since it reduces both time and c...
This paper aims to adopt partially accelerated life tests model, under Type-II censoring scheme. The...