Table 5.1
Summary of simulation exercise (all results in percentages %)

Table 5.1
Summary of simulation exercise (all results in percentages %)
Table summary
This table displays the results of Summary of simulation exercise (all results in percentages %). The information is grouped by Estimator (appearing as row headers), $t_{y 1}$ , $t_{y 2}$ , $t_{y 3}$ , $t_{y 4}$ , $t_{y 5}$ , $t_{y 6}$ , $t_{y 7}$ and $t_{y 8}$ (appearing as column headers).
Estimator	$t_{y 1}$	$t_{y 2}$	$t_{y 3}$	$t_{y 4}$	$t_{y 5}$	$t_{y 6}$	$t_{y 7}$	$t_{y 8}$
Calibration to Sample
response-model variables: $x_{1 k}$	${(1 \log (q_{k}))}^{T}$	${(1 \log (q_{k}))}^{T}$	${(1 \log (q_{k}) q_{k})}^{T}$	-	${(1 \log (q_{k}))}^{T}$	${(1 \log (q_{k}))}^{T}$	${(1 \log (q_{k}))}^{T}$	${(1 \log (q_{k}))}^{T}$
calibration variables: $z_{1 k}$	${(1 \log (q_{k}))}^{T}$	${(1 q_{k})}^{T}$	${(1 \log (q_{k}) q_{k})}^{T}$	-	$(1 \log (q_{k}))$	${(1 q_{k})}^{T}$	${(1 \log (q_{k}))}^{T}$	${(1 q_{k})}^{T}$
Calibration to Population
response-model variables: $x_{2 k}$	-	-	-	${(1 \log (q_{k}) q_{k})}^{T}$	${(1 \log (q_{k}) q_{k})}^{T}$	${(1 \log (q_{k}) q_{k})}^{T}$	$f_{k} {(1 \log (q_{k}) q_{k})}^{T}$	$f_{k} {(1 \log (q_{k}) q_{k})}^{T}$
calibration variables: $z_{2 k}$	-	-	-	${(1 \log (q_{k}) q_{k})}^{T}$	${(1 \log (q_{k}) q_{k})}^{T}$	${(1 \log (q_{k}) q_{k})}^{T}$	${(1 \log (q_{k}) q_{k})}^{T}$	${(1 \log (q_{k}) q_{k})}^{T}$
True Response: $p_{k} = 1 / {1 + \exp [3.735 + 0.4 \log (q_{k})]}$
Adverse Reactions
Relative Bias of $t_{y}$	-0.07	0.06	-0.11	-0.13	-0.02	-0.07	0.10	0.09
Relative RMSE of $t_{y}$	4.97	3.98	4.01	2.45	2.51	2.57	2.40	2.39
Relative Bias of $v (t_{y})$	8.60	12.59	12.52	6.24	6.76	6.16	6.76	6.48
Deaths
Relative Bias of $t_{y}$	-0.17	0.06	-0.20	-0.26	-0.20	-0.30	0.04	-0.07
Relative RMSE of $t_{y}$	11.75	11.39	11.56	11.07	11.28	11.36	10.91	10.91
Relative Bias of $v (t_{y})$	-1.34	-0.48	-0.90	-0.76	-1.00	-0.60	-0.12	-0.28
${(Size)}^{1.3}$
Relative Bias of $t_{y}$	-0.16	-0.05	0.08	0.09	0.04	0.06	-0.02	0.01
Relative RMSE of $t_{y}$	6.92	5.07	5.06	0.95	1.05	1.12	0.89	0.89
Relative Bias of $v (t_{y})$	10.01	18.49	17.47	-2.26	-3.41	-3.32	0.51	-2.12
True Response: $p_{k} = 1 / {1 + \exp [0 .597 + 0 .005 q_{k}^{1 / 2}]}$
Adverse Reactions
Relative Bias of $t_{y}$	2.87	-0.26	0.08	0.04	0.48	0.53	0.15	0.07
Relative RMSE of $t_{y}$	5.90	3.97	4.00	2.35	2.43	2.45	2.33	2.35
Relative Bias of $v (t_{y})$	-18.22	11.63	11.95	9.90	8.82	7.35	7.19	6.67
Deaths
Relative Bias of $t_{y}$	1.24	-1.88	0.47	0.36	1.03	1.20	-0.58	-0.67
Relative RMSE of $t_{y}$	11.42	11.01	11.41	10.95	11.18	11.26	10.69	10.72
Relative Bias of $v (t_{y})$	5.30	3.00	6.27	6.24	5.65	5.06	6.21	5.90
${(Size)}^{1.3}$
Relative Bias of $t_{y}$	5.17	1.05	-0.07	-0.05	-0.31	-0.36	0.01	0.08
Relative RMSE of $t_{y}$	9.11	5.31	5.05	0.85	0.97	1.01	0.80	0.82
Relative Bias of $v (t_{y})$	-26.83	11.70	17.09	8.23	0.29	-3.98	5.17	2.90
$f_{k} = d_{k} α_{k} - 1 = (d_{k} / {\hat{p}}_{k}) - 1$

Date modified:: 2015-11-27

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Table 5.1
Summary of simulation exercise (all results in percentages %)

Table 5.1 Summary of simulation exercise (all results in percentages %)

Table 5.1
Summary of simulation exercise (all results in percentages %)