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

Table 9

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	1361.451 1	1484.757 6	1615.473 2	1754.286 6	1901.974 3
0.2	523.041 9	562.926 2	605.004 8	649.463 8	696.511 2
0.3	504.883 7	541.794 7	580.570 3	621.355 7	664.311 1
0.4	998.053 7	1078.963 1	1163.678 3	1252.474 2	1345.653 0
0.5	769.279 0	828.016 2	889.329 7	953.392 7	1020.394 5
0.6	341.143 5	360.152 7	379.861 5	400.309 2	421.538 1
0.7	458.557 7	485.768 8	513.782 2	542.633 9	572.362 1
0.8	354.110 3	373.251 8	393.005 4	413.401 2	434.470 8
0.9	434.663 4	459.058 3	484.088 3	509.778 4	536.155 3
	When data is generated from Gamma distribution
0.1	226.951 0	239.763 0	253.386 3	267.900 4	283.395 8
0.2	227.539 8	240.069 8	253.361 5	267.486 8	282.526 4
0.3	230.863 6	243.383 3	256.633 4	270.679 9	285.596 7
0.4	224.737 5	236.253 2	248.405 5	261.248 9	274.843 9
0.5	226.091 9	237.201 0	248.880 3	261.175 1	274.135 1
0.6	226.830 4	237.395 3	248.455 0	260.045 2	272.204 9
0.7	227.996 6	237.780 7	247.960 1	258.559 3	269.604 7
0.8	213.751 3	221.499 4	229.514 2	237.809 7	246.400 8
0.9	207.722 6	213.871 4	220.180 0	226.654 7	233.302 1
	When data is generated from Poisson distribution
0.1	177.014 5	184.577 7	192.600 1	201.124 8	210.200 7
0.2	176.981 0	184.423 1	192.309 1	200.679 9	209.581 7
0.3	176.082 6	183.287 9	190.913 3	198.996 4	207.579 9
0.4	176.690 9	183.813 5	191.342 2	199.312 6	207.764 7
0.5	174.141 1	180.768 9	187.759 3	195.142 9	202.953 8
0.6	173.116 4	179.477 2	186.176 0	193.240 6	200.701 8
0.7	167.633 3	173.193 0	179.033 2	185.175 9	191.645 0
0.8	165.091 7	170.188 2	175.530 9	181.138 2	187.030 1
0.9	153.828 1	157.554 6	161.448 6	165.521 6	169.786 3