Recently, a new distribution, named as extended generalized exponential distribution, has been introduced by Kundu and Gupta (2011). In this paper, we consider the extended generalized exponential distribution with known shape parameters α and β. At first, the exact expressions for marginal and product moments of order statistics are derived. Then, these values are used to obtain the necessary coefficients for the best linear unbiased estimators and L-moments estimators of the location and scale parameters. The mean squared errors of these estimators are also given and compared.
Abbasnejad,M. (2022). Inferences for Extended Generalized Exponential Distribution based on Order Statistics. Journal of the Iranian Statistical Society, 16(1), 53-67. doi: 10.18869/acadpub.jirss.16.1.1004
MLA
Abbasnejad,M. . "Inferences for Extended Generalized Exponential Distribution based on Order Statistics", Journal of the Iranian Statistical Society, 16, 1, 2022, 53-67. doi: 10.18869/acadpub.jirss.16.1.1004
HARVARD
Abbasnejad M. (2022). 'Inferences for Extended Generalized Exponential Distribution based on Order Statistics', Journal of the Iranian Statistical Society, 16(1), pp. 53-67. doi: 10.18869/acadpub.jirss.16.1.1004
CHICAGO
M. Abbasnejad, "Inferences for Extended Generalized Exponential Distribution based on Order Statistics," Journal of the Iranian Statistical Society, 16 1 (2022): 53-67, doi: 10.18869/acadpub.jirss.16.1.1004
VANCOUVER
Abbasnejad M. Inferences for Extended Generalized Exponential Distribution based on Order Statistics. JIRSS, 2022; 16(1): 53-67. doi: 10.18869/acadpub.jirss.16.1.1004
Journal of the Iranian Statistical Society