The log-normal distribution is a useful lifetime distribution in many areas. The survival function of a log-normal distribution cannot be expressed in close forms. This makes it difficult to develop exact statistical methods for parameter estimation when censoring occurs. This article proposes a simple and exact method for conducting statistical tests about the shape parameter of a log-normal distribution. Necessary tables are provided based on Monte Carlo simulation. The method can be used for type II censored data. Comparing with existing exact methods, this method uses fewer tables and is easier for calculations.
We propose logrank-type tests for comparing several survival functions from interval-censored data. ...
The log logistic model with doubly interval censored data is examined. Three methods of constructing...
In statistical experiments, if a random sample of items drawn from a population is tested until all ...
[[abstract]]We discuss the maximum likelihood estimates (MLEs) of the parameters of the log-gamma di...
The two most common censoring schemes used in life testing experiments are Type-I and Type-II censor...
[[abstract]]This paper proposes a simple and exact method for conducting a statistical test about th...
This paper describes Bayesian methods for life test planning with censored data from a log-location-...
The problems that occur in analyzing survival models based on parametric distributions require param...
Gamma and log-logistic distributions are two popular distributions for analyzing lifetime data. In t...
This paper compares dierent procedures to compute condence intervals for parameters and quantiles of...
[[abstract]]The log-logistic distribution is one of the popular distributions in life-testing applic...
Point estimation of the parameters of the lognormal distribution with censored data is considered. T...
The aim of the research is to study the performance of a parametric model in the presence of left-t...
[[abstract]]A conditional method of inference is used to derive confidence intervals for the locatio...
For the selection of the best from k lognormal (μ i , [Special characters omitted.] ) populatio...
We propose logrank-type tests for comparing several survival functions from interval-censored data. ...
The log logistic model with doubly interval censored data is examined. Three methods of constructing...
In statistical experiments, if a random sample of items drawn from a population is tested until all ...
[[abstract]]We discuss the maximum likelihood estimates (MLEs) of the parameters of the log-gamma di...
The two most common censoring schemes used in life testing experiments are Type-I and Type-II censor...
[[abstract]]This paper proposes a simple and exact method for conducting a statistical test about th...
This paper describes Bayesian methods for life test planning with censored data from a log-location-...
The problems that occur in analyzing survival models based on parametric distributions require param...
Gamma and log-logistic distributions are two popular distributions for analyzing lifetime data. In t...
This paper compares dierent procedures to compute condence intervals for parameters and quantiles of...
[[abstract]]The log-logistic distribution is one of the popular distributions in life-testing applic...
Point estimation of the parameters of the lognormal distribution with censored data is considered. T...
The aim of the research is to study the performance of a parametric model in the presence of left-t...
[[abstract]]A conditional method of inference is used to derive confidence intervals for the locatio...
For the selection of the best from k lognormal (μ i , [Special characters omitted.] ) populatio...
We propose logrank-type tests for comparing several survival functions from interval-censored data. ...
The log logistic model with doubly interval censored data is examined. Three methods of constructing...
In statistical experiments, if a random sample of items drawn from a population is tested until all ...