研究文章

优势比估计在二项分布极其罕见的事件

表4

估计的相对误差百分比的比值比估计


(0.01,0.01) 36.6535 15.1385 20.4316
(0.01,0.03) 20.3505 206.7910 217.7388
(0.01,0.05) 17.1281 354.5204 365.6116
(0.01,0.10) 14.3630 584.0771 580.2372
(0.01,0.15) 13.4914 682.8616 652.4367
(0.03,0.01) 26.5436 47.7187 41.7082
(0.03,0.03) 11.1895 39.3332 53.8303
(0.03,0.05) 8.2767 106.3838 125.3783
(0.03,0.10) 5.6857 210.3971 228.9552
(0.03,0.15) 4.8556 255.2977 263.9451
(0.05,0.01) 26.0092 60.2273 53.7592
(0.05,0.03) 10.7763 5.9852 22.0098
(0.05,0.05) 7.8661 56.9330 78.6812
(0.05,0.10) 5.3167 136.0498 160.8427
(0.05,0.15) 4.4721 170.2257 188.6564
(0.10,0.01) 24.9404 69.5705 62.2831
(0.10,0.03) 9.8685 18.9032 0.4659
(0.10,0.05) 6.9818 20.0893 45.7877
(0.10,0.10) 4.4467 80.6791 112.8820
(0.10,0.15) 3.6016 106.9073 135.6854
(0.15,0.01) 24.3801 72.6244 64.7792
(0.15,0.03) 9.2720 27.0495 7.0675
(0.15,0.05) 6.4085 8.0392 36.1422
(0.15,0.10) 3.8773 62.5224 98.7588
(0.15,0.15) 3.0338 86.0169 119.9015