Table 2.
Variable | Samples | Bias (%) | Reduction in Bias (%) | Case vs. Control | Variance ratio (case/control) |
---|---|---|---|---|---|
Age | Unmatched | −38.5 | 70.5 | t = 4.39*** | 1.19 |
Matched | −11.3 | t = 1.10 | 1.27 | ||
Male (%) | Unmatched | 56.9 | 53.8 | Χ 2 = 38.91*** | 1.10 |
Matched | 26.3 | Χ 2 = 6.09** | 1.03 | ||
Education | Unmatched | −84.5 | 86.3 | z = 8.64*** | 0.56 |
Matched | −11.5 | z = 1.31 | 0.96 | ||
Income | Unmatched | −105.8 | 15.6 | z = 10.59*** | 1.14 |
Matched | −89.4 | z = 8.42*** | 1.16 | ||
Health Status | Unmatched | −27.0 | −14.2 | z = 3.15*** | 1.06 |
Matched | −30.9 | z = 2.94** | 1.08 | ||
Depression Treatment (%) | Unmatched | 30.3 | −41.8 | Χ 2 = 11.74*** | 1.25 |
Matched | 42.9 | Χ 2 = 16.88*** | 1.30 |
Notes:
p<.05,
p<.01,
p<.001.
Where Bias is positive, the mean, median, or percentage is greater for cases than for controls. For the continuous variable Age, t-tests were used to compare cases and controls; for the ordinal variables Education, Income, and Health Status, the Mann-Whitney Rank Sums test was used; for the dichotomous variables (Males, and Depression Treatment), the Chi Square test was used.