From: New class of Lindley distributions: properties and applications
Estimates (Standard error) | ||||||
---|---|---|---|---|---|---|
Distributions | \(\hat {\theta }\) | \(\hat {\alpha }\) | \(\hat {\beta }\) | \(\hat {\mu }\) | \(\hat {\sigma }\) | −2 logl |
W-L{E} | 0.001891 | 1.8606 | 17954 | 1074.2 | ||
(0.0003) | (0.0877) | (6134.81) | ||||
E-L{LL} | 0.4989 | 0.1883 | 0.7019 | 1064.2 | ||
(0.1272) | (0.1377) | (0.1083) | ||||
N-L{C} | 0.5640 | 1.2689 | 1.3243 | 1088.7 | ||
(0.0150) | (0.1469) | (0.0969) | ||||
BL | 0.03596 | 2.6808 | 2.6808 | 1099.4 | ||
(0.0017) | (0.2169) | (0.2169) | ||||
GL | 1.402 | 5.099 | 3.872 | 1126.5 | ||
(0.1157) | (0.5533) | (4.373) | ||||
WL | 0.1595 | 4.036 | 0.1949 | 1071.4 | ||
(0.0324) | (0.4329) | (0.0064) | ||||
EL | 0.2066 | -0.1425 | 3.503 | 1074.9 | ||
(0.0053) | (0.0810) | (0.2776) |