This work deals with testing a hypothesis on the location parameter (μ) of a skew-normal distribution (SND) based on a random sample of size n. The details of this work can be summarized in four major components: (a) First we review some useful results on SND, including the approximate probability distribution of the sample average. (b) Next, we develop several tests to test a hypothesis on μ based on the sample mean when the scale (σ) and shape (λ) parameters are known. (c) The tests for the known scale and shape are then extended for unknown scale and shape. (d) Finally, the test methods have been used for a real-life data set
The skew normal distribution family is an attractive distribution family due to its mathematical tra...
This paper presents a statistic for testing a complete sample for normality. The test statistic is d...
The skew-normal (SN) distribution is a generalization of the normal distribution, where a shape para...
This work deals with testing a hypothesis on the location parameter (μ) of a skew-normal distributio...
One of the extensions of the normal distribution is the skew-normal distribution, which through the ...
One of the extension of the normal distribution is the skewnormal distribution, which, through the v...
In many practical applications it has been observed that real data sets are not symmetric. They exhi...
The normal distribution is symmetric and enjoys many important properties. That is why it is widely ...
In this paper we introduce an estimator based on Likelihood Disparity which is a distance between di...
[[abstract]]This note deals with hypothesis testing on the common location parameter of several shif...
The skew-normal distribution is a class of densities that preserves some useful properties of the n...
The skew-normal model is a class of distributions that extends the Gaussian family by including a sk...
We consider a sequence of i.i.d. random observations from a standard skew-normal distribution with s...
The main objective of this work is to calculate and compare different measures of multivariate skewn...
Sample size determination methods are considered for hypothesis testing about location parameters of...
The skew normal distribution family is an attractive distribution family due to its mathematical tra...
This paper presents a statistic for testing a complete sample for normality. The test statistic is d...
The skew-normal (SN) distribution is a generalization of the normal distribution, where a shape para...
This work deals with testing a hypothesis on the location parameter (μ) of a skew-normal distributio...
One of the extensions of the normal distribution is the skew-normal distribution, which through the ...
One of the extension of the normal distribution is the skewnormal distribution, which, through the v...
In many practical applications it has been observed that real data sets are not symmetric. They exhi...
The normal distribution is symmetric and enjoys many important properties. That is why it is widely ...
In this paper we introduce an estimator based on Likelihood Disparity which is a distance between di...
[[abstract]]This note deals with hypothesis testing on the common location parameter of several shif...
The skew-normal distribution is a class of densities that preserves some useful properties of the n...
The skew-normal model is a class of distributions that extends the Gaussian family by including a sk...
We consider a sequence of i.i.d. random observations from a standard skew-normal distribution with s...
The main objective of this work is to calculate and compare different measures of multivariate skewn...
Sample size determination methods are considered for hypothesis testing about location parameters of...
The skew normal distribution family is an attractive distribution family due to its mathematical tra...
This paper presents a statistic for testing a complete sample for normality. The test statistic is d...
The skew-normal (SN) distribution is a generalization of the normal distribution, where a shape para...