Research Article

The Weibull Generalized Exponential Distribution with Censored Sample: Estimation and Application on Real Data

Table 1

The length of the different intervals of the WGED parameters based on ATIIPCS with various random removal of removing items, in case-1.

P(n, m)MLEMPSBayesian
ACIBTBPACIBTBPCCIBTBP

0.25(50, 30)5.02810.15180.21392.81300.09200.08762.30530.09320.0859
1.85280.05910.06531.40890.04350.04630.93110.04610.0451
1.62200.05360.05141.45350.04650.04601.52280.04620.0472
(50, 45)2.23390.06850.06952.72940.08380.08801.76150.08890.0865
1.11340.03530.03711.32690.04330.04160.79100.04160.0430
1.18390.03770.03791.11520.03660.03621.13470.03600.0365

0.5(50, 30)2.65300.08400.07872.85340.08940.09582.08210.08600.0950
1.18740.03830.03661.36090.04420.04540.90930.04300.0420
1.64750.05270.05351.52030.04930.04641.57950.04830.0471
(50, 45)5.43290.17210.27692.92170.09330.09381.82540.09850.0877
1.96960.06220.07081.46950.04560.04830.76330.04840.0488
1.22580.03880.03791.12140.03530.03591.13820.03730.0331

0.75(50, 30)3.89440.12290.13802.72360.08250.08842.22400.08870.0876
1.53680.04790.05021.27240.03980.04030.98380.04150.0396
1.65260.05340.05231.49740.04620.04741.55820.04840.0454
(50, 45)2.31220.07110.07032.67910.08790.08711.72180.08550.0846
1.08080.03430.03361.26580.04220.04090.74050.04100.0421
1.18060.03510.03651.10960.03520.03541.13460.03430.0364

0.25(150, 90)4.56020.21270.24063.95980.13290.12042.47450.12430.1230
1.93210.05680.07321.06770.03390.03630.67650.03560.0345
0.88760.02780.02790.79570.02440.02700.80810.02440.0244
(150, 130)1.03310.03410.03411.31910.04250.04291.61920.04250.0405
0.48800.01570.01580.65610.02130.02030.54140.02120.0216
0.67580.02060.02160.66320.02240.02130.65890.02090.0217

0.5(150, 90)3.89980.12070.12214.07290.13140.12662.18240.12370.1322
1.09670.03530.03491.14710.03560.03510.68680.03680.0377
0.84800.02720.02570.81840.02610.02540.83310.02570.0269
(150, 130)3.19090.12610.11411.25130.04140.04121.73320.03830.0400
2.59510.07080.12210.65550.02120.02120.56640.02170.0210
0.74720.02530.02400.66170.02140.02050.66270.02160.0213

0.75(150, 90)4.73410.15430.15533.93170.13070.13062.30380.12100.1259
2.08890.06880.07261.01340.03240.03300.96570.03340.0331
0.90480.02930.03050.82210.02690.02660.85980.02550.0269
(150, 130)1.28680.04160.03881.60270.04850.05171.65200.04860.0521
0.65210.02080.02090.84750.02690.02720.56770.02700.0284
0.67650.02010.02130.66690.02120.02130.65990.02150.0211