Journal of Mathematics

Research Article

Estimation for Weibull Parameters with Generalized Progressive Hybrid Censored Data

Table 2

AWs and CPs (within brackets) of the ACIs and HPD credible intervals under generalized progressively hybrid censored data with .


		ACI		NIP HPD		IP HPD


1	10	1.370 7[0.961 2]	0.893 1[0.940 2]	1.265 2[0.954 5]	0.848 9[0.945 2]	1.155 3[0.966 2]	0.688 2[0.975 4]
1	13	1.099 4[0.955 4]	0.740 5[0.929 3]	1.036 1[0.948 5]	0.715 7[0.936 5]	0.968 8[0.958 0]	0.625 3[0.968 0]
2	10	1.349 4[0.963 5]	0.901 8[0.953 5]	1.244 1[0.954 8]	0.853 5[0.947 4]	1.135 6[0.964 8]	0.687 2[0.969 7]
2	13	1.152 5[0.955 1]	0.757 7[0.946 0]	1.080 2[0.949 3]	0.728 4[0.942 2]	1.013 4[0.958 5]	0.619 5[0.965 8]
3	15	1.039 7[0.959 0]	0.673 1[0.944 3]	0.982 7[0.952 1]	0.652 0[0.943 2]	0.933 7[0.960 8]	0.577 9[0.967 4]
3	18	0.898 4[0.951 3]	0.616 2[0.932 6]	0.856 2[0.946 3]	0.600 6[0.937 5]	0.819 1[0.954 6]	0.545 5[0.961 6]
4	30	0.686 8[0.952 5]	0.453 4[0.946 0]	0.659 9[0.945 1]	0.445 2[0.943 1]	0.646 9[0.949 6]	0.421 5[0.956 3]
4	35	0.617 2[0.952 2]	0.428 7[0.937 5]	0.595 0[0.942 0]	0.421 9[0.940 6]	0.583 2[0.945 9]	0.402 0[0.951 3]
5	30	0.640 9[0.954 0]	0.470 0[0.939 5]	0.616 8[0.944 6]	0.460 9[0.942 7]	0.602 4[0.949 0]	0.435 2[0.954 8]
5	35	0.566 7[0.952 0]	0.458 3[0.939 8]	0.546 1[0.942 9]	0.449 9[0.941 2]	0.533 0[0.946 8]	0.425 9[0.954 8]
6	30	0.667 4[0.955 3]	0.458 2[0.937 5]	0.641 4[0.948 2]	0.449 7[0.939 1]	0.627 9[0.949 5]	0.425 6[0.951 8]
6	35	0.593 7[0.953 1]	0.440 4[0.941 4]	0.571 7[0.944 2]	0.432 9[0.944 3]	0.559 9[0.950 3]	0.411 5[0.956 1]

		ACI		NIP HPD		IP HPD


1	10	1.269 7[0.960 4]	0.777 4[0.930 2]	1.179 0[0.954 9]	0.746 3[0.935 1]	1.101 0[0.963 6]	0.648 5[0.964 9]
1	13	1.096 7[0.959 1]	0.730 9[0.922 8]	1.033 7[0.951 2]	0.706 9[0.932 7]	0.967 7[0.961 4]	0.621 4[0.964 1]
2	10	1.125 2[0.953 2]	0.702 1[0.955 3]	1.054 0[0.946 6]	0.676 8[0.942 1]	1.001 9[0.956 1]	0.596 0[0.970 2]
2	13	1.092 9[0.958 9]	0.691 8[0.944 8]	1.028 4[0.950 5]	0.668 4[0.940 0]	0.976 8[0.958 5]	0.588 5[0.965 0]
3	15	1.012 6[0.957 6]	0.644 1[0.939 9]	0.958 3[0.950 7]	0.625 2[0.942 4]	0.915 6[0.958 4]	0.564 6[0.964 4]
3	18	0.897 2[0.954 8]	0.611 1[0.936 5]	0.855 3[0.950 6]	0.595 7[0.941 6]	0.818 2[0.955 5]	0.542 4[0.964 0]
4	30	0.684 9[0.954 6]	0.448 2[0.949 2]	0.658 4[0.945 8]	0.440 3[0.950 6]	0.645 5[0.951 7]	0.418 0[0.960 4]
4	35	0.617 6[0.945 6]	0.428 7[0.940 9]	0.595 3[0.935 4]	0.422 1[0.943 3]	0.583 3[0.942 7]	0.402 1[0.955 6]
5	30	0.640 8[0.952 3]	0.469 6[0.942 7]	0.616 7[0.943 9]	0.460 5[0.942 8]	0.602 4[0.949 1]	0.434 8[0.956 9]
5	35	0.565 7[0.952 2]	0.459 0[0.940 7]	0.545 3[0.944 0]	0.450 6[0.942 2]	0.531 8[0.948 1]	0.426 5[0.956 5]
6	30	0.668 8[0.953]0	0.456 7[0.938 9]	0.643 2[0.945 9]	0.448 3[0.937 9]	0.629 8[0.950 2]	0.424 6[0.951 5]
6	35	0.595 2[0.949 2]	0.440 3[0.937 2]	0.573 1[0.939 4]	0.432 9[0.938 0]	0.561 3[0.945 9]	0.401 6[0.950 7]