Estimation and meta-analyses of study-specific ORs

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Supporting information:
Meta-analysis methods and Results
Methods
Statistical analyses: Estimation and meta-analyses of study-specific
ORs
Unconditional logistic regression (SAS version 9.2, SAS Institute Inc, Cary, NC, USA)
was used to estimate study-specific ORs and 95 percent confidence intervals (95% CIs) for
paint exposures around the home for the following four time periods: in the year before
conception; in the 1-3 months before conception; during pregnancy and between the child’s
birth and reference date. All models included child’s age and sex and additional studyspecific matching variables where applicable. Unconditional logistic regression adjusting
for the original matching variables in originally individually-matched studies was used to
optimize the number of available cases and controls.1
The following variables were
considered a priori to be potential confounders: birth order, ethnicity, maternal age, and
highest level of education of either parent, and assessed individually for inclusion in the
models. Parental education was the only common socio-economic level indicators that
were available in all studies. Factors that met the empirical criteria for confounding
(independently associated with both the outcome and exposure in the control group) were
retained in the final models. The study-specific ORs were combined using the Metan
procedure in a meta-analysis in Stata version 11.2 (StataCorp LP, College Station Texas,
USA, 2009), using the random effects model (to acknowledge the between study
heterogeneity
2
relating to issues such as study designs, definitions of exposure, and
changes in paint composition over time). Summary ORs, 95% CIs, I2 statistics (a measure
of the variation across studies that is not due to chance)3 and forest plots were produced
(see Supplementary Table 1 for details of the contribution of each studies to the metaanalyses).
Results
Meta-analyses of study-specific ORs
Using data from two studies with 1160 cases and 1641 controls, the summary OR
for exposures in the year before conception was 0.98 (95% CIO 0.84, 1.14) while the
summary OR for paint exposures in the 1-3 months before conception using data from five
studies with 3002 cases and 3836 controls was 1.53 (95% CI 1.27, 1.84) (Supplementary
Table 1) with little evidence of heterogeneity among the ORs (Supplementary Figure 1).
For the analyses of exposure to paint during pregnancy, using eight studies with 4382 cases
and 5747 controls, the summary OR was 1.14 (95% 1.04, 1.25) with little heterogeneity
(Supplementary Figure 2). Using data from four studies with 1962 cases and 1962 controls,
the summary OR for exposures after birth was 1.08 (0.86, 1.35, I2=33.4%) (Supplementary
Figure 3). When individual studies were omitted in turn from each of the meta-analyses,
the summary estimate changed by less than 10% (OR scale) for all time periods. The
summary estimates were higher for B cell than T cell ALL before birth but the estimates
for T cell ALL were based on smaller numbers of cases.
References
1. Breslow NE, Day NE. Conditional Logistic Regression for Matched Sets. In:
International Agency for Research on Cancer. Statistical Methods in Cancer Research,
Volume I - The analysis of case-control studies, IARC Scientific Publications No. 32 ed.
Lyon: International Agency for Research on Cancer,, 1980.
2. Riley RD, Higgins JP, Deeks JJ. Interpretation of random effects metaanalyses. BMJ 2011;342:d549.
3. Higgins JP, Thompson SG, Deeks JJ, Altman DG. Measuring inconsistency in
meta-analyses. BMJ 2003;327:557-60.
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