Table 3 MLEs and −2 logl results for data 1
From: New class of Lindley distributions: properties and applications
Estimates (Standard error) | ||||||
|---|---|---|---|---|---|---|
Distribution | \(\hat {\theta }\) | \(\hat {\alpha }\) | \(\hat {\beta }\) | \(\hat {\mu }\) | \(\hat {\sigma }\) | −2 logl |
W-L{E} | 0.01115 | 1.1022 | 0.4079 | 1442.4 | ||
(0.0112) | (0.1673) | (0.5492) | ||||
E-L{LL} | 0.000992 | 9.5182 | 1.2670 | 1447.9 | ||
(0.0019) | (27.5824) | (0.0931) | ||||
N-L{C} | 0.003924 | -1.2257 | 2.1814 | 1411.3 | ||
(0.0002) | (0.2708) | (0.1513) | ||||
BL | 0.03285 | 3.7594 | 0.1402 | 1426.1 | ||
(0.0012) | (0.9457) | (0.0156) | ||||
GL | 0.006546 | 1.2101 | 488.66 | 1442.0 | ||
(0.0009) | (0.2813) | (98.4565) | ||||
WD | 130.7596 | 0.5323 | 145.2258 | 1.7667 | 1416.2 | |
(128.7734) | (0.0832) | (126.1961) | (0.2007) | |||
BD | 1.0692 | 56.9652 | 1.4673 | 35.9480 | 1.3783 | 1424.8 |
(33.1823) | (1499.3341) | (1.4326) | (1085.1941) | (0.8115) | ||