Research Article

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

Table 5

(5.0, 95.0) (First column) and (2.5, 97.5) (Second column) percentage points for the pivotal quantities.

𝑛 𝑚 Scheme 𝑃 1 𝑃 2

15 5 (10, 4 * 0) (−1.54, 1.61) (−1.94, 1.85) (−1.08, 2.65) (−1.24, 3.39)
15 5 (4 * 0, 10) (−1.73, 1.52) (−2.18, 1.75) (−1.64, 2.12) (−2.00, 2.63)
15 5 (5 * 2) (−1.59, 1.62) (−2.00, 1.85) (−1.22, 2.48) (−1.44, 3.13)
15 6 (9, 5 * 0) (−1.56, 1.63) (−1.94, 1.89) (−1.18, 2.44) (−1.38, 3.08)
15 6 (5 * 0, 9) (−1.70, 1.54) (−2.15, 1.77) (−1.64, 2.04) (−1.99, 2.53)
15 6 (3 * 3, 3 * 0) (−1.68, 1.55) (−2.11, 1.78) (−1.58, 2.12) (−1.91, 2.61)
15 7 (8, 6 * 0) (−1.58, 1.63) (−1.93, 1.88) (−1.26, 2.77) (−1.48, 2.82)
15 7 (6 * 0, 8) (−1.72, 1.52) (−2.12, 1.77) (−1.66, 1.94) (−1.99, 2.42)
15 7 (3 * 0, 4 * 2) (−1.61, 1.62) (−1.97, 1.87) (−1.32, 2.22) (−1.55, 2.75)
20 6 (14, 5 * 0) (−1.55, 1.61) (−1.93, 1.85) (−1.07, 2.59) (−1.21, 3.27)
20 6 (5 * 0, 14) (−1.70, 1.54) (−2.15, 1.77) (−1.62, 2.05) (−1.98, 2.54)
20 6 (2 * 7, 4 * 0) (−1.70, 1.54) (−2.14, 1.76) (−1.59, 2.10) (−1.90, 2.59)
20 8 (12, 7 * 0) (−1.57, 1.64) (−1.93, 1.88) (−1.23, 2.31) (−1.44, 2.80)
20 8 (7 * 0, 12) (−1.73, 1.55) (−2.12, 1.78) (−1.64, 1.95) (−1.97, 2.36)
20 8 (3 * 4, 5 * 0) (−1.71, 1.56) (−2.10, 1.78) (−1.60, 1.99) (−1.92, 2.42)
20 10 (10, 9 * 0) (−1.59, 1.65) (−1.96, 1.91) (−1.33, 2.15) (−1.58, 2.60)
20 10 (9 * 0, 10) (−1.70, 1.56) (−2.12, 1.81) (−1.64, 1.90) (−1.97, 2.31)
20 10 (10 * 1) (−1.63, 1.62) (−2.01, 1.87) (−1.45, 2.04) (−1.72, 2.48)
30 8 (22, 7 * 0) (−1.56, 1.62) (−1.93, 1.83) (−1.08, 2.48) (−1.22, 3.01)
30 8 (7 * 0, 22) (−1.73, 1.55) (−2.12, 1.78) (−1.64, 1.96) (−1.96, 2.38)
30 8 (8, 8, 6, 5 * 0) (−1.71, 1.55) (−2.11, 1.77) (−1.57, 2.03) (−1.89, 2.47)
30 10 (20, 9 * 0) (−1.57, 1.64) (−1.93, 1.89) (−1.20, 2.30) (−1.40, 2.81)
30 10 (9 * 0, 20) (−1.71, 1.56) (−2.13, 1.81) (−1.64, 1.91) (−1.97, 2.32)
30 10 (10 * 2) (−1.61, 1.64) (−1.97, 1.88) (−1.32, 2.17) (−1.56, 2.63)
30 15 (15, 14 * 0) (−1.57, 1.64) (−1.89, 1.92) (−1.35, 2.01) (−1.58, 2.44)
30 15 (14 * 0, 15) (−1.68, 1.56) (−1.99, 1.84) (−1.62, 1.80) (−1.89, 2.19)
30 15 (15 * 1) (−1.62, 1.61) (−1.95, 1.87) (−1.46, 1.93) (−1.72, 2.34)
40 15 (25, 14 * 0) (−1.56, 1.64) (−1.87, 1.91) (−1.29, 2.10) (−1.49, 2.55)
40 15 (14 * 0, 25) (−1.68, 1.56) (−1.99, 1.83) (−1.62, 1.80) (−1.88, 2.19)
40 15 (10, 8, 7, 12 * 0) (−1.68, 1.56) (−1.99, 1.83) (−1.61, 1.83) (−1.88, 2.21)
40 20 (20, 19 * 0) (−1.61, 1.66) (−1.97, 1.92) (−1.41, 1.98) (−1.68, 2.37)
40 20 (19 * 0, 20) (−1.69, 1.59) (−2.05, 1.86) (−1.63, 1.80) (−1.95, 2.15)
40 20 (20 * 1) (−1.64, 1.63) (−2.02, 1.89) (−1.51, 1.90) (−1.80, 2.27)
50 20 (30, 19 * 0) (−1.60, 1.67) (−1.95, 1.92) (−1.35, 2.04) (−1.60, 2.44)
50 20 (19 * 0, 30) (−1.69, 1.59) (−2.05, 1.86) (−1.63, 1.80) (−1.95, 2.16)
50 20 (3 * 10, 17 * 0) (−1.70, 1.59) (−2.05, 1.85) (−1.62, 1.82) (−1.95, 2.17)
50 25 (25, 24 * 0) (−1.61, 1.63) (−1.94, 1.92) (−1.43, 1.90) (−1.68, 2.30)
50 25 (24 * 0, 25) (−1.68, 1.58) (−2.04, 1.84) (−1.63, 1.75) (−1.93, 2.09)
50 25 (25 * 1) (−1.64, 1.61) (−1.97, 1.88) (−1.52, 1.83) (−1.79, 2.21)