On the Bivariate Generalized Gamma-Lindley Distribution

ABSTRACT In this research paper, we propose a new class of bivariate distributions called Bivariate Generalized Gamma-Lindley (BGGL) distribution with four parameters. This model is mixture independent Gamma random variables and generalized Lindley distribution. We investigate various properties the such as graphical representation, joint moments correlation. Furthermore, derive measure entropy also X 1 + 2 , /( ), / well corresponding moment when follow BGGL Additionally, address two approximations product proposed assess their goodness fit. Next, elaborate expectation maximization (E.M) algorithm in order to estimate Finally, provide concrete examples demonstrate applicability results.