Distributions MLE S.E -2LogL AIC BIC AICC
New Distribution a = 57.5317 , t = 5.408 , b = 1.3841 a = 6.3123 , t = 2.003 , b = 0.1299 1438.0466 1444.0466 1453.9416 1444.1691
Generalized Exponential a = 0.444 , t = 79.1926 , b = 90.3282 a = 0.0202 , t = 1.018 , b = 43.2381 888.2592 894.2592 904.1541 894.3816
Exponentiated Gamma-Exponential a = 81.979 , t = 3.6999 , b = 3.6012 a = 8.2385 , t = 43.1322 , b = 42.0219 1436.6794 1442.6794 1452.5743 1442.8018
3-Parameter Exponentiated Weibull a = 2.5893 , t = 39.0689 , b = 46.0819 a = 0.6582 , t = 40.2186 , b = 10.8983 1431.8818 1437.8818 1447.7767 1438.0042
Power Gamma a = 11.8293 , t = 0.0043 , b = 1.8064 a = 1.0711 , t = 3e-04 , b = 0.0214 1484.4919 1490.4919 1500.3869 1490.6144
3-Parameter Weibull a = 28.2792 , t = 54.4693 , b = 2.9297 a = 1.4811 , t = 1.1956 , b = 0.208 1447.5758 1453.5758 1463.4708 1453.6982
Exponentiated Lomax Geometric a = 66.7895 , t = 10.7157 , b = 0.0066 a = 9.2693 , t = 0.6231 , b = 4e-04 1673.3370 1679.3370 1689.2320 1679.4595
3-Parameter Generalized Lindley a = 78.4076 , t = 1.1478 , b = 32.6255 a = 8.0315 , t = 0.1153 , b = 679.6864 1385.7188 1391.7188 1401.6138 1391.8413
Note: Table 3: Performance & Comparison of Fitted Distributions for a set of Data 1