Table 5 MLEs and −2 logl results for data 2
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} | 0.02659 | 14.818 | 0.8772 | 465.8 | ||
(0.0021) | (1.211) | (0.0994) | ||||
E-L{LL} | 0.01493 | 0.09245 | 200.01 | 466.8 | ||
(0.0037) | (0.0103) | (22.4217) | ||||
N-L{C} | 0.02363 | 0.3412 | 0.09365 | 458.1 | ||
(0.0058) | (0.4681) | (0.0259) | ||||
BL | 0.02897 | 121.83 | 49.4720 | 471.4 | ||
(0.0053) | (23.1719) | (18.7428) | ||||
GL | 2.0057 | 170.31 | 9.7207 | 480.9 | ||
(0.0171) | (26.4789) | (1.4234) | ||||
W-G{E} | 1.4579 | 392.4465 | 0.2048 | 2.8324 | 457.97 | |
(0.7993) | (169.4705) | (0.0901) | (4.0113) | |||
W-G{LL} | 0.4753 | 423.0032 | 0.2232 | 0.0481 | 458.04 | |
(0.1934) | (169.6370) | (0.0904) | (0.1168) | |||