Research Article

Inference for the Geometric Extreme Exponential Distribution under Progressive Type II Censoring

Table 4

90% (First column) and 95% (Second column) coverage probabilities for the parameters 𝜆 and 𝛾 .

𝑛 𝑚 Scheme 𝜆 𝛾

15 5 (10, 4 * 0) 0.9089 0.9406 0.8612 0.9035
15 5 (4 * 0, 10) 0.9074 0.9523 0.8642 0.9042
15 5 (5 * 2) 0.9027 0.9504 0.8781 0.9089
15 6 (9, 5 * 0) 0.9086 0.9512 0.8697 0.9125
15 6 (5 * 0, 9) 0.9108 0.9508 0.8723 0.9154
15 6 (3 * 3, 3 * 0) 0.9084 0.9521 0.8706 0.9123
15 7 (8, 6 * 0) 0.9145 0.9571 0.8785 0.9241
15 7 (6 * 0, 8) 0.9092 0.9574 0.8717 0.9224
15 7 (3 * 0, 4 * 2) 0.9071 0.9514 0.8792 0.9235
20 6 (14, 5 * 0) 0.9136 0.9571 0.8714 0.9106
20 6 (5 * 0, 14) 0.9074 0.9583 0.8628 0.9164
20 6 (2 * 7, 4 * 0) 0.9047 0.9538 0.8705 0.9188
20 8 (12, 7 * 0) 0.9068 0.9579 0.8752 0.9178
20 8 (7 * 0, 12) 0.9008 0.9479 0.8666 0.9232
20 8 (3 * 4, 5 * 0) 0.9064 0.9587 0.8661 0.9213
20 10 (10, 9 * 0) 0.9034 0.9513 0.8886 0.9274
20 10 (9 * 0, 10) 0.9063 0.9517 0.8708 0.9341
20 10 (10 * 1) 0.9025 0.9516 0.8841 0.9378
30 8 (22, 7 * 0) 0.9187 0.9574 0.8706 0.9047
30 8 (7 * 0, 22) 0.9023 0.9508 0.8678 0.9314
30 8 (8, 8, 6, 5 * 0) 0.9014 0.9614 0.8617 0.9264
30 10 (20, 9 * 0) 0.9035 0.9531 0.8756 0.9218
30 10 (9 * 0, 20) 0.9098 0.9618 0.8707 0.9246
30 10 (10 * 2) 0.9059 0.9503 0.8713 0.9279
30 15 (15, 14 * 0) 0.9081 0.9530 0.8966 0.9308
30 15 (14 * 0, 15) 0.9146 0.9618 0.8942 0.9446
30 15 (15 * 1) 0.9042 0.9589 0.8914 0.9446
40 15 (25, 14 * 0) 0.9184 0.9564 0.8813 0.9324
40 15 (14 * 0, 25) 0.9016 0.9508 0.8863 0.9474
40 15 (10, 8, 7, 12 * 0) 0.9023 0.9574 0.8848 0.9358
40 20 (20, 19 * 0) 0.9065 0.9574 0.8965 0.9345
40 20 (19 * 0, 20) 0.9082 0.9549 0.8823 0.9349
40 20 (20 * 1) 0.9028 0.9526 0.8754 0.9377
50 20 (30, 19 * 0) 0.9048 0.9508 0.8685 0.9305
50 20 (19 * 0, 30) 0.9092 0.9534 0.8872 0.9375
50 20 (3 * 10, 17 * 0) 0.9047 0.9549 0.8863 0.9347
50 25 (25, 24 * 0) 0.9145 0.9541 0.8968 0.9417
50 25 (24 * 0, 25) 0.9095 0.9549 0.8927 0.9429
50 25 (25 * 1) 0.9080 0.9564 0.8933 0.9448