Add to ORKGA very general measure of skewness based on the quantiles is introduced, which includes several well-known measures as special cases. Sample versions of our measure may be used as test statistics for testing the hypothesis of symmetry about an unknown value. We provide large sample theory for such a statistic and discuss the asymptotic relative efficiencies of this against some competing test statistics for symmetry. © 2012 Elsevier B.V.
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 ...
When testing symmetry of a univariate density, (parametric classes of) densities skewed by means of ...
A very general measure of skewness based on the quantiles is introduced, which includes several well...
In this paper, which follows a recent field of research started by Tukey (1977), a class of indices ...
In this paper, by using a generalized asymmetry measure with the heteroskedasticity autocorrelation ...
In this article a semi-parametric class of skew-symmetric distributions is considered. We call this ...
The present work focuses the attention on the skew-symmetry index as a measure of social reciprocity...
A class of indices of skewness is introduced,based on a symmetric set of quantiles. Two kinds of nor...
A procedure, based on sample spacings, is proposed for testing whether a univariate distribution is ...
This paper studies the asymptotic behavior of a generalization of Mardia's affine invariant measure ...
In this paper, a simple class of measures for detecting skewness in samples is introduced. The new c...
This study deals with testing the hypothesis of univariate symmetry about a known and unknown parame...
. Testing symmetry of a univariate distribution has been received much attention. Aki (1993) propose...
This paper considers a flexible class of omnibus affine invariant tests for the hypothesis that a mu...
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 ...
When testing symmetry of a univariate density, (parametric classes of) densities skewed by means of ...
A very general measure of skewness based on the quantiles is introduced, which includes several well...
In this paper, which follows a recent field of research started by Tukey (1977), a class of indices ...
In this paper, by using a generalized asymmetry measure with the heteroskedasticity autocorrelation ...
In this article a semi-parametric class of skew-symmetric distributions is considered. We call this ...
The present work focuses the attention on the skew-symmetry index as a measure of social reciprocity...
A class of indices of skewness is introduced,based on a symmetric set of quantiles. Two kinds of nor...
A procedure, based on sample spacings, is proposed for testing whether a univariate distribution is ...
This paper studies the asymptotic behavior of a generalization of Mardia's affine invariant measure ...
In this paper, a simple class of measures for detecting skewness in samples is introduced. The new c...
This study deals with testing the hypothesis of univariate symmetry about a known and unknown parame...
. Testing symmetry of a univariate distribution has been received much attention. Aki (1993) propose...
This paper considers a flexible class of omnibus affine invariant tests for the hypothesis that a mu...
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 ...
When testing symmetry of a univariate density, (parametric classes of) densities skewed by means of ...