Recently, it has been observed that a new method for generating continuous distributions, T - X family, can be quite effectively used to analyze the data in one dimension. The aim of this study is to generalize this method to two dimensional space so that the marginals would have T - X distributions. So, several examples and properties of this family have been presented. As an application, a special distribution of this family, called bivariate Weibull-Rayleigh-Rayleigh, is fitted to a data set and is shown to have a better fit.
Ganji,M. , Bevrani,H. and Hami Golzar,N. (2022). A New Method for Generating Continuous Bivariate Distribution Families. Journal of the Iranian Statistical Society, 17(1), 109-129. doi: 10.29252/jirss.17.1.109
MLA
Ganji,M. , , Bevrani,H. , and Hami Golzar,N. . "A New Method for Generating Continuous Bivariate Distribution Families", Journal of the Iranian Statistical Society, 17, 1, 2022, 109-129. doi: 10.29252/jirss.17.1.109
HARVARD
Ganji M., Bevrani H., Hami Golzar N. (2022). 'A New Method for Generating Continuous Bivariate Distribution Families', Journal of the Iranian Statistical Society, 17(1), pp. 109-129. doi: 10.29252/jirss.17.1.109
CHICAGO
M. Ganji, H. Bevrani and N. Hami Golzar, "A New Method for Generating Continuous Bivariate Distribution Families," Journal of the Iranian Statistical Society, 17 1 (2022): 109-129, doi: 10.29252/jirss.17.1.109
VANCOUVER
Ganji M., Bevrani H., Hami Golzar N. A New Method for Generating Continuous Bivariate Distribution Families. JIRSS, 2022; 17(1): 109-129. doi: 10.29252/jirss.17.1.109
Journal of the Iranian Statistical Society