To test the hypothesis of symmetry about an unknown median we propose the maximum of a partial sum process based on ranked set samples. We discuss the properties of the test statistic and investigate a modified bootstrap ranked set sample bootstrap procedure to obtain its sampling distribution. The power of the new test statistic is compared with two existing tests in a simulation study
The robust rank-order test was designed to be appropriate when the samples being compared have unequ...
We propose a new method of testing stochastic dominance that improves on existing tests based on the...
peer reviewedSymmetry is one of the most fundamental of dividing hypotheses, its rejection, or not, ...
To test the hypothesis of symmetry about an unknown median we propose the maximum of a partial sum p...
It is important to examine the symmetry of an underlying distribution before applying some statistic...
This paper considers tests for symmetry of the one-dimensional marginal distribution of fractionally...
The paper considers the problem of testing for symmetry (about an unknown centre) of the marginal di...
Most statistical inferences, which are essential for decision making and research in the area of bio...
In this paper we provide a more efficient nonparametric test of symmetry based on the empirical over...
We propose new data driven score rank tests for univariate symmetry about an unknown center. We con...
Optimal ranked set sample design for distribution-free runs test of symmetry is introduced. Our inve...
The one-sample Wilcoxon signed rank test was originally designed to test for a specified median, und...
Being able to formally test for symmetry hypotheses is an important topic in many fields, including ...
We propose a modification of the data driven score rank tests studied recently in Inglot et al. 201...
This study deals with testing the hypothesis of univariate symmetry about a known and unknown parame...
The robust rank-order test was designed to be appropriate when the samples being compared have unequ...
We propose a new method of testing stochastic dominance that improves on existing tests based on the...
peer reviewedSymmetry is one of the most fundamental of dividing hypotheses, its rejection, or not, ...
To test the hypothesis of symmetry about an unknown median we propose the maximum of a partial sum p...
It is important to examine the symmetry of an underlying distribution before applying some statistic...
This paper considers tests for symmetry of the one-dimensional marginal distribution of fractionally...
The paper considers the problem of testing for symmetry (about an unknown centre) of the marginal di...
Most statistical inferences, which are essential for decision making and research in the area of bio...
In this paper we provide a more efficient nonparametric test of symmetry based on the empirical over...
We propose new data driven score rank tests for univariate symmetry about an unknown center. We con...
Optimal ranked set sample design for distribution-free runs test of symmetry is introduced. Our inve...
The one-sample Wilcoxon signed rank test was originally designed to test for a specified median, und...
Being able to formally test for symmetry hypotheses is an important topic in many fields, including ...
We propose a modification of the data driven score rank tests studied recently in Inglot et al. 201...
This study deals with testing the hypothesis of univariate symmetry about a known and unknown parame...
The robust rank-order test was designed to be appropriate when the samples being compared have unequ...
We propose a new method of testing stochastic dominance that improves on existing tests based on the...
peer reviewedSymmetry is one of the most fundamental of dividing hypotheses, its rejection, or not, ...