An Exponential-Cum-Sine-Type Hybrid Imputation Technique for Missing Data

Table 11

Values of when and response rates are for data generated from normal, Gamma, and Poisson distributions.

	when response rate is
	75%	80%	85%	90%	95%
	When data is generated from normal distribution
0.1	2062.182 7	2061.693 8	2061.175 5	2060.625 1	2060.039 5
0.2	757.255 6	755.313 4	753.264 3	751.099 3	748.808 2
0.3	728.352 1	724.973 9	721.425 0	717.692 2	713.760 8
0.4	1494.992 5	1485.649 2	1475.866 3	1465.612 3	1454.852 1
0.5	1138.649 9	1129.854 3	1120.672 8	1111.079 6	1101.046 4
0.6	471.604 1	466.406 9	461.018 4	455.428 0	449.623 9
0.7	653.137 9	643.694 4	633.972 5	623.959 7	613.642 6
0.8	491.045 6	484.524 4	477.794 5	470.845 9	463.667 7
0.9	615.439 5	605.537 5	595.377 6	584.949 8	574.243 2
	When data is generated from Gamma distribution
0.1	297.869 3	298.238 8	298.631 7	299.050 2	299.497 1
0.2	298.423 0	298.449 3	298.477 2	298.506 9	298.538 5
0.3	303.239 0	302.924 8	302.592 3	302.239 8	301.865 5
0.4	293.266 4	292.551 0	291.796 2	290.998 4	290.153 9
0.5	294.795 7	293.539 4	292.218 7	290.828 4	289.362 9
0.6	295.282 7	293.410 3	291.450 2	289.396 0	287.241 0
0.7	296.138 8	293.373 9	290.497 3	287.502 1	284.380 7
0.8	273.078 6	269.764 2	266.335 7	262.787 2	259.112 2
0.9	262.412 9	258.184 8	253.846 9	249.394 7	244.823 8
	When data is generated from Poisson distribution
0.1	219.817 0	219.828 6	219.841 0	219.854 1	219.868 0
0.2	219.610 4	219.514 2	219.412 4	219.304 2	219.189 2
0.3	218.016 2	217.784 9	217.540 0	217.280 5	217.004 9
0.4	218.776 0	218.414 6	218.032 6	217.628 2	217.199 3
0.5	214.476 7	213.896 6	213.284 7	212.638 5	211.954 8
0.6	212.655 0	211.926 9	211.160 0	210.351 3	209.497 3
0.7	203.733 4	202.783 9	201.786 5	200.737 4	199.632 6
0.8	199.461 7	198.332 7	197.149 2	195.907 1	194.601 9
0.9	181.441 7	180.131 0	178.761 4	177.328 8	175.828 7