Abstract and Applied Analysis

Research Article

Parameter Estimation for a Class of Lifetime Models

Table 1

Data for y-t-T by random simulation.
2 0.90164 2 1.06520 2 0.97163 14 0.74929 6 0.95249
5 0.96176 7 0.86762 6 0.90061 150.77756 12 0.70445
7 0.87269 14 0.88055 11 0.94456 21 0.85007 14 0.81271
9 0.84975 19 0.86093 16 0.89346 25 0.74324 15 0.8594
15 0.83473 28 0.90947 23 0.81057 27 0.65854 27 0.59827
21 0.84506 31 0.84498 23 0.81645 28 0.81902 38 0.61045
22 0.90798 35 0.84552 30 0.87126 29 0.68834 43 0.52327
38 0.90154 41 0.85828 32 0.81683 37 0.66011 46 0.62483
46 0.85955 47 0.76119 41 0.68749 43 0.62437 49 0.53331
49 0.87239 51 0.89269 49 0.67741 52 0.66685 52 0.47344
58 0.80548 60 0.72179 60 0.63145 52 0.66147 55 0.48434
61 0.87837 65 0.76753 64 0.70384 56 0.70915 56 0.48452
65 0.75141 66 0.75146 65 0.76225 59 0.57080 63 0.55642
73 0.82056 67 0.76682 73 0.62422 63 0.57548 65 0.49338
74 0.91427 77 0.65527 75 0.57640 66 0.62424 78 0.39203
79 0.77127 87 0.82239 76 0.59947 72 0.67121 79 0.51148
80 0.80846 92 0.63481 80 0.65660 76 0.58539 80 0.54383
93 0.85508 93 0.72213 84 0.72900 78 0.60945 82 0.38676
98 0.74497 94 0.75969 87 0.72015 79 0.60864 85 0.43803
99 0.82579 95 0.74208 88 0.74480 89 0.64069 98 0.40408