In this paper, we consider partially step-stress ALT model when the lifetime of units under normal condition follows the generalized half-logistic lifetime distribution based on Type-1 censored scheme. The likelihood functions of the parameters are derived and solved to present the Maximum Likelihood Estimators (MLEs) of the model parameters. The approximate confidence intervals are also proposed. Bayesian point and credible intervals are developed and results are discussed through two numerical examples
A generalization of the Half Logistic Distribution is developed through exponentiation of its surviv...
The point and interval estimations for the unknown parameters of an exponentiated half-logistic dist...
The problem of testing the product units under stress higher than normal stress conditions is widely...
In this paper, we consider partially step-stress ALT model when the lifetime of units under normal c...
This paper aims to adopt partially accelerated life tests model, under Type-II censoring scheme. The...
This paper deals with the classical and Bayesian estimations of step-stress partially accelerated li...
In this paper, the estimations of linear exponential distribution parameters and the acceleration fa...
A generalization of the half logistic distribution is developed through exponentiation of its cumula...
In this paper, the topic of step-stress partially accelerated life tests with progressive Type-II ce...
Confidence interval construction for the scale parameter of the half-logistic distribution is consid...
This paper deals with non-Bayesian estimation problem of constant-stress Accelerated Life Tests (ALT...
[[abstract]]In this paper, we consider a constant stress accelerated life test terminated by a hybri...
We introduce a log-linear regression model based on the beta generalized half-normal distribution (P...
In order to quantify the life characteristics of a product, partially accelerated life tests are use...
In this paper, we derive maximum likelihood estimators (MLEs) and approximate maximum likelihood est...
A generalization of the Half Logistic Distribution is developed through exponentiation of its surviv...
The point and interval estimations for the unknown parameters of an exponentiated half-logistic dist...
The problem of testing the product units under stress higher than normal stress conditions is widely...
In this paper, we consider partially step-stress ALT model when the lifetime of units under normal c...
This paper aims to adopt partially accelerated life tests model, under Type-II censoring scheme. The...
This paper deals with the classical and Bayesian estimations of step-stress partially accelerated li...
In this paper, the estimations of linear exponential distribution parameters and the acceleration fa...
A generalization of the half logistic distribution is developed through exponentiation of its cumula...
In this paper, the topic of step-stress partially accelerated life tests with progressive Type-II ce...
Confidence interval construction for the scale parameter of the half-logistic distribution is consid...
This paper deals with non-Bayesian estimation problem of constant-stress Accelerated Life Tests (ALT...
[[abstract]]In this paper, we consider a constant stress accelerated life test terminated by a hybri...
We introduce a log-linear regression model based on the beta generalized half-normal distribution (P...
In order to quantify the life characteristics of a product, partially accelerated life tests are use...
In this paper, we derive maximum likelihood estimators (MLEs) and approximate maximum likelihood est...
A generalization of the Half Logistic Distribution is developed through exponentiation of its surviv...
The point and interval estimations for the unknown parameters of an exponentiated half-logistic dist...
The problem of testing the product units under stress higher than normal stress conditions is widely...