Research Article

[Retracted] Classical and Bayesian Inference of Marshall-Olkin Extended Gompertz Makeham Model with Modeling of Physics Data

Table 1

A1 and A2 of parameters by MLE, and Bayesian when. .

 = 0.75 = 3
MLEBayesianMLEBayesian
nA1A2A1A2A1A2A1A2

0.75300.06630.2090−0.01050.08070.10240.1833−0.00640.0839
0.29762.6962−0.01180.0642−0.03890.38180.00920.0688
0.51692.1535−0.04830.07730.43041.0915−0.02010.0679
0.62215.1127−0.01470.05930.23253.3815−0.03330.1281
700.03610.1570−0.00090.02520.10160.12890.00940.0244
0.08921.0049−0.01780.0238−0.09320.18730.00200.0174
0.33331.1596−0.02190.02840.34090.4543−0.02510.0271
0.23071.4412−0.01080.0224−0.00011.3741−0.01640.0293
1500.04130.10890.00090.02040.06430.0681−0.00010.0187
−0.00810.3685−0.00460.0162−0.06590.10470.00500.0119
0.20050.5740−0.01890.02510.20620.2413−0.01740.0172
0.08510.5711−0.00520.01720.01760.61820.00870.0219
2000.06050.07640.00190.00560.05040.0349−0.00530.0051
−0.04310.0853−0.00590.0048−0.03460.06030.00260.0045
0.10020.2251−0.00830.00620.10230.1092−0.00040.0045
0.03730.1438−0.00640.00490.03060.4561−0.00450.0064

330−0.68981.7822−0.00260.1054−0.49161.0311−0.01010.1357
0.933910.4192−0.03480.06850.58755.2078−0.02630.0934
1.525910.5863−0.05810.10570.96085.9980−0.02520.0891
0.37712.78540.04510.09090.84569.9552−0.01610.1125
70−0.69361.3025−0.00040.0283−0.42400.7049−0.00790.0323
0.59955.5597−0.03360.03190.72084.3036−0.02270.0276
0.89734.5855−0.02180.03620.43443.7110−0.01880.0314
0.08630.9616−0.00410.02210.77599.59840.00300.0353
150−0.40450.7562−0.00240.0246−0.28640.4528−0.00880.0243
0.53953.1483−0.00430.02520.59222.7309−0.01130.0204
0.31322.7684−0.01800.02680.17672.6308−0.01740.0270
0.11290.61490.00070.01300.59475.48170.00370.0255
200−0.31600.41310.00070.0060−0.13780.21100.00190.0070
0.28040.8734−0.01020.00670.28640.9394−0.00350.0055
0.16361.3895−0.00750.00810.04281.4592−0.00570.0072
0.01050.10540.00130.00430.23572.0228−0.00330.0065