Anderson–Darling goodness-of-fit test percentage points are given for the three-parameter lognormal distribution for both the cases of positive skewness and a lower bound and negative skewness and an upper bound. The focus is on the most practical case when all parameters are unknown and must be estimated from the sample data. Fitted response functions for the critical values based on the shape parameter and sample size are reported to avoid using a vast array of tables
Smooth tests for the logarithmic distribution are compared with three tests: the first is a test due...
In this paper, the three-parameter skew lognormal distribution is proposed to model actuarial data c...
We propose three new statistics, Z(p), C-p, and R-p for testing a p-variate (p >= 2) normal distribu...
Anderson–Darling goodness-of-fit test percentage points are given for the three-parameter lognormal ...
Anderson–Darling goodness-of-fit test percentage points are given for the three-parameter lognormal ...
The skew-Laplace distribution is frequently used to fit the logarithm of particle sizes and it is al...
One of the extension of the normal distribution is the skewnormal distribution, which, through the v...
One of the extension of the normal distribution is the skewnormal distribution, which, through the v...
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...
The skew-Laplace distribution is frequently used to fit the logarithm of particle sizes and it is al...
AbstractIn this paper, we discuss the use of the coefficient of skewness as a goodness-of-fit test t...
Smooth tests for the logarithmic distribution are compared with three tests: the first is a test due...
<p>Values of the mean p values corresponding to the goodness of fit of a lognormal distribution for ...
<p>Results for testing the hypotheses that the normal or lognormal distributions were reasonable fit...
Smooth tests for the logarithmic distribution are compared with three tests: the first is a test due...
In this paper, the three-parameter skew lognormal distribution is proposed to model actuarial data c...
We propose three new statistics, Z(p), C-p, and R-p for testing a p-variate (p >= 2) normal distribu...
Anderson–Darling goodness-of-fit test percentage points are given for the three-parameter lognormal ...
Anderson–Darling goodness-of-fit test percentage points are given for the three-parameter lognormal ...
The skew-Laplace distribution is frequently used to fit the logarithm of particle sizes and it is al...
One of the extension of the normal distribution is the skewnormal distribution, which, through the v...
One of the extension of the normal distribution is the skewnormal distribution, which, through the v...
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...
The skew-Laplace distribution is frequently used to fit the logarithm of particle sizes and it is al...
AbstractIn this paper, we discuss the use of the coefficient of skewness as a goodness-of-fit test t...
Smooth tests for the logarithmic distribution are compared with three tests: the first is a test due...
<p>Values of the mean p values corresponding to the goodness of fit of a lognormal distribution for ...
<p>Results for testing the hypotheses that the normal or lognormal distributions were reasonable fit...
Smooth tests for the logarithmic distribution are compared with three tests: the first is a test due...
In this paper, the three-parameter skew lognormal distribution is proposed to model actuarial data c...
We propose three new statistics, Z(p), C-p, and R-p for testing a p-variate (p >= 2) normal distribu...