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

Table 7

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	470.654 1	448.598 9	405.082 4	335.811 6	235.944 6
0.2	205.929 6	200.477 9	188.554 3	168.842 5	139.873 1
0.3	188.801 9	184.937 7	175.366 8	158.912 2	134.271 4
0.4	303.819 3	294.193 0	271.676 3	233.719 8	177.522 6
0.5	229.191 9	224.740 8	211.484 9	187.620 1	151.176 6
0.6	120.640 2	122.286 4	121.653 5	118.156 1	111.164 6
0.7	133.264 1	135.276 3	133.806 8	128.030 1	117.071 0
0.8	103.726 6	108.071 5	110.493 9	110.391 4	107.121 9
0.9	105.568 7	111.201 2	114.246 5	113.939 4	109.473 9
	When data is generated from Gamma distribution
0.1	137.107 3	135.015 2	130.737 8	123.827 1	113.774 4
0.2	134.024 1	132.235 6	128.394 0	122.072 7	112.790 1
0.3	131.435 3	129.955 5	126.514 3	120.695 9	112.033 5
0.4	125.754 8	124.791 5	122.129 5	117.396 2	110.175 1
0.5	121.186 1	120.746 3	118.779 8	114.934 1	108.818 8
0.6	115.379 1	115.641 5	114.583 8	111.873 7	107.146 3
0.7	108.611 5	109.731 4	109.758 0	108.377 1	105.247 9
0.8	97.570 0	99.957 8	101.676 9	102.455 0	102.000 3
0.9	88.167 8	91.827 8	95.109 0	97.750 4	99.477 3
	When data is generated from Poisson distribution
0.1	121.737 3	120.509 3	118.000 0	113.948 4	108.059 8
0.2	119.469 0	118.492 9	116.324 8	112.714 2	107.379 0
0.3	116.387 1	115.749 6	114.042 9	111.031 3	106.449 9
0.4	113.897 9	113.565 1	112.251 2	109.728 2	105.740 3
0.5	108.956 1	109.183 7	108.621 6	107.062 5	104.275 0
0.6	105.457 8	106.119 4	106.113 7	105.242 8	103.286 8
0.7	99.941 6	101.235 9	102.075 0	102.282 5	101.663 1
0.8	95.626 7	97.480 5	99.022 0	100.082 7	100.477 0
0.9	87.555 7	90.392 2	93.207 4	95.855 8	98.178 2