This paper characterizes the conventional moment-based Schmeiser-Deutsch (S-D) class of distributions through the method of L-moments. The system can be used in a variety of settings such as simulation or modeling various processes. A procedure is also described for simulating S-D distributions with specified L-moments and L-correlations. The Monte Carlo results presented in this study indicate that the estimates of L-skew, L-kurtosis, and L-correlation associated with the S-D class of distributions are substantially superior to their corresponding conventional product-moment estimators in terms of relative bias—most notably when sample sizes are small
This paper introduces the Tukey family of symmetric h and asymmetric hh-distributions in the context...
This paper introduces the Tukey family of symmetric h and asymmetric hh-distributions in the context...
This paper introduces the Tukey family of symmetric h and asymmetric hh-distributions in the context...
This paper introduces two families of distributions referred to as the symmetric κ and asymmetric κL...
This paper introduces a method for simulating univariate and multivariate Dagum distributions throug...
This paper develops two families of power method (PM) distributions based on polynomial transformati...
This paper develops two families of power method (PM) distributions based on polynomial transformati...
This paper develops two families of power method (PM) distributions based on polynomial transformati...
This paper introduces a standard logistic L-moment-based system of distributions. The proposed syste...
Power method polynomials are used for simulating non-normal distributions with specified product mom...
This paper derives the Burr Type III and Type XII family of distributions in the contexts of univari...
The Burr families (Type III and Type XII) of distributions are traditionally used in the context of ...
The Burr families (Type III and Type XII) of distributions are traditionally used in the context of ...
Whatever the econometric model which we study; any simulation requires a perfectly definite DGP. Thu...
Whatever the econometric model which we study; any simulation requires a perfectly definite DGP. Thu...
This paper introduces the Tukey family of symmetric h and asymmetric hh-distributions in the context...
This paper introduces the Tukey family of symmetric h and asymmetric hh-distributions in the context...
This paper introduces the Tukey family of symmetric h and asymmetric hh-distributions in the context...
This paper introduces two families of distributions referred to as the symmetric κ and asymmetric κL...
This paper introduces a method for simulating univariate and multivariate Dagum distributions throug...
This paper develops two families of power method (PM) distributions based on polynomial transformati...
This paper develops two families of power method (PM) distributions based on polynomial transformati...
This paper develops two families of power method (PM) distributions based on polynomial transformati...
This paper introduces a standard logistic L-moment-based system of distributions. The proposed syste...
Power method polynomials are used for simulating non-normal distributions with specified product mom...
This paper derives the Burr Type III and Type XII family of distributions in the contexts of univari...
The Burr families (Type III and Type XII) of distributions are traditionally used in the context of ...
The Burr families (Type III and Type XII) of distributions are traditionally used in the context of ...
Whatever the econometric model which we study; any simulation requires a perfectly definite DGP. Thu...
Whatever the econometric model which we study; any simulation requires a perfectly definite DGP. Thu...
This paper introduces the Tukey family of symmetric h and asymmetric hh-distributions in the context...
This paper introduces the Tukey family of symmetric h and asymmetric hh-distributions in the context...
This paper introduces the Tukey family of symmetric h and asymmetric hh-distributions in the context...