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Table. 2.

FI in Y[r,n,0,1] and Y[r,n,1,1] for θ at θ=1. where E(Y)=θ

Iθ(Y[r,n,0,1]) λ=0.99 Iθ(Y[r,n,1,1]) λ=0.99


n r ω=-1.8 ω=-1.6 ω=-1.4 ω =-1.2 ω=0 n r ω=-1.8 ω=-1.6 ω=-1.4 ω=-1.2 ω=0
5 1 0.7694 0.7706 0.7730 0.7766 0.827 5 1 0.7564 0.7623 0.7692 0.7770 0.8497
5 2 0.9014 0.8928 0.8853 0.8791 0.870 5 2 0.8002 0.7966 0.7943 0.7936 0.8275
5 3 1.045 1.038 1.032 1.026 1.0000 5 3 0.9205 0.9096 0.9000 0.8919 0.8756
5 4 1.162 1.165 1.168 1.172 1.196 5 4 1.058 1.050 1.044 1.037 1.008
5 5 1.312 1.310 1.314 1.322 1.454 5 5 1.227 1.231 1.238 1.245 1.323
15 1 0.7787 0.7866 0.7952 0.8044 0.8789 15 1 0.8293 0.8369 0.8450 0.8534 0.9149
15 2 0.7529 0.7566 0.7614 0.7676 0.8376 15 2 0.7699 0.7777 0.7862 0.7956 0.8737
15 3 0.7836 0.7810 0.7800 0.7807 0.8261 15 3 0.7509 0.7562 0.7627 0.7704 0.8475
15 4 0.8385 0.8301 0.8235 0.8188 0.8348 15 4 0.7567 0.7584 0.7615 0.7661 0.8323
15 5 0.9019 0.8894 0.8787 0.8697 0.8587 15 5 0.7749 0.7769 0.7761 0.7770 0.8264
15 6 0.9652 0.9507 0.9378 0.9265 0.8953 15 6 0.8141 0.8074 0.8025 0.7995 0.8287
15 7 1.023 1.009 0.9966 0.9849 0.9427 15 7 0.8569 0.8464 0.8377 0.8310 0.8391
15 8 1.074 1.063 1.052 1.042 1.000 15 8 0.9051 0.8915 0.8798 0.8700 0.8577
15 9 1.118 1.111 1.104 1.098 1.066 15 9 0.9560 0.9406 0.9269 0.9150 0.8852
15 10 1.156 1.154 1.153 1.151 1.141 15 10 1.007 0.9919 0.9778 0.9650 0.9229
15 11 1.193 1.196 1.199 1.202 1.225 15 11 1.058 1.044 1.031 1.019 0.9729
15 12 1.233 1.239 1.246 1.254 1.317 15 12 1.105 1.096 1.087 1.078 1.039
15 13 1.287 1.291 1.298 1.307 1.419 15 13 1.152 1.149 1.146 1.143 1.128
15 14 1.368 1.360 1.361 1.368 1.530 15 14 1.206 1.211 1.216 1.221 1.259
15 15 1.497 1.461 1.442 1.439 1.654 15 15 1.340 1.336 1.339 1.346 1.495
Kyungpook Mathematical Journal 2022;62:389~405 https://doi.org/10.5666/KMJ.2022.62.2.389
© KYUNGPOOK Math. J.