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

Table 8

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	1916.780 1	1674.549 3	1417.763 3	1145.069 6	854.942 7
0.2	647.902 5	569.861 9	487.527 8	400.535 9	308.479 5
0.3	582.505 4	509.820 1	433.462 7	353.148 0	268.559 9
0.4	1197.061 4	1032.498 1	860.194 1	679.590 3	490.072 0
0.5	844.349 3	725.848 4	602.149 8	472.904 1	337.729 5
0.6	281.945 8	244.044 6	204.748 7	163.979 6	121.653 0
0.7	380.226 8	322.547 7	263.168 1	202.011 5	138.996 9
0.8	240.640 9	203.163 7	164.487 8	124.554 8	83.302 3
0.9	288.721 7	238.802 4	187.583 5	135.013 8	81.038 9
	When data is generated from Gamma distribution
0.1	284.139 1	259.915 0	234.157 0	206.714 6	177.417 1
0.2	272.979 2	249.299 4	224.179 9	197.485 3	169.062 6
0.3	265.010 4	241.396 3	216.404 5	189.910 7	161.775 4
0.4	242.326 3	220.621 7	197.717 2	173.510 2	147.886 6
0.5	226.876 8	205.793 4	183.627 6	160.294 0	135.697 8
0.6	207.659 0	187.420 3	166.233 6	144.030 8	120.736 8
0.7	185.522 7	166.100 6	145.893 8	124.853 9	102.928 1
0.8	144.503 8	128.566 4	112.080 4	95.017 0	77.345 5
0.9	112.683 1	98.642 6	84.237 3	69.452 7	54.273 7
	When data is generated from Poisson distribution
0.1	208.198 7	193.633 0	178.182 8	161.765 0	144.286 0
0.2	200.344 9	186.282 4	171.381 0	155.563 5	138.742 6
0.3	189.485 1	176.179 2	162.097 7	147.170 8	131.320 0
0.4	181.498 6	168.589 7	154.945 0	140.499 7	125.181 2
0.5	164.227 9	152.522 1	140.175 9	127.135 1	113.339 6
0.6	152.881 1	141.837 5	130.206 9	117.941 2	104.987 0
0.7	133.280 9	123.706 1	113.648 1	103.069 4	91.928 3
0.8	119.479 0	110.693 3	101.483 1	91.816 9	81.660 1
0.9	91.544 9	84.914 0	77.985 1	70.737 8	63.149 4