a<p>univariable conditional logistic regression model.</p>b<p>175 cases, 1382 controls.</p>c<p>130 cases, 1032 controls.</p>d<p>120 cases, 936 controls.</p>e<p>p values for trend were obtained including the variable continuously; the coding for number of older siblings was 0, 1, 2.</p>f<p>multivariable conditional logistic regression adjusted for maternal age, paternal age and socio-economic status.</p
<p>Predictions from Model 3, which adjusts for parental ages; age, sex, and gestation weeks of the c...
<p>In (A), we show adjusted interquartile cumulative odds ratios and corresponding 95% CIs. The inte...
<p>Values in parentheses are 95% confidence intervals (CI).</p>a<p>Crude models adjusted for sex and...
<p>Adjusted odds ratios for ALL comparing children with older mothers and fathers to children whose ...
<p>Note. Latent variables were standardized. Coefficients (<i>b</i>) are the change in outcome in st...
<p>p-values presented are for the difference in the effect of number of older versus younger sibling...
<p>(A) Odds ratios and their associated P-value for all the selected cases in the univariate models....
<p>♦ = Model 1: Paternal age; Model 2: Paternal age + Maternal age; Model 3: Paternal age + Materna...
<p><sup>a</sup>Adjusted for age, sex, village in separate logistic regression models.</p><p><sup>b</...
<p>p-values presented are for the difference in the effect of number of brothers versus sisters. In ...
<p>Same colours indicate coefficients estimated in joint models. Twins are presented separately, wit...
Logistic regression models examining the association between the number of siblings and overweight/o...
Matching on demographic variables is commonly used in case–control studies to adjust for confounding...
Crude odds-ratio(OR) estimates from logistic regression models showing association of maternal chara...
The figure shows the odds ratio of care provision compared to the lowest SES category based on logis...
<p>Predictions from Model 3, which adjusts for parental ages; age, sex, and gestation weeks of the c...
<p>In (A), we show adjusted interquartile cumulative odds ratios and corresponding 95% CIs. The inte...
<p>Values in parentheses are 95% confidence intervals (CI).</p>a<p>Crude models adjusted for sex and...
<p>Adjusted odds ratios for ALL comparing children with older mothers and fathers to children whose ...
<p>Note. Latent variables were standardized. Coefficients (<i>b</i>) are the change in outcome in st...
<p>p-values presented are for the difference in the effect of number of older versus younger sibling...
<p>(A) Odds ratios and their associated P-value for all the selected cases in the univariate models....
<p>♦ = Model 1: Paternal age; Model 2: Paternal age + Maternal age; Model 3: Paternal age + Materna...
<p><sup>a</sup>Adjusted for age, sex, village in separate logistic regression models.</p><p><sup>b</...
<p>p-values presented are for the difference in the effect of number of brothers versus sisters. In ...
<p>Same colours indicate coefficients estimated in joint models. Twins are presented separately, wit...
Logistic regression models examining the association between the number of siblings and overweight/o...
Matching on demographic variables is commonly used in case–control studies to adjust for confounding...
Crude odds-ratio(OR) estimates from logistic regression models showing association of maternal chara...
The figure shows the odds ratio of care provision compared to the lowest SES category based on logis...
<p>Predictions from Model 3, which adjusts for parental ages; age, sex, and gestation weeks of the c...
<p>In (A), we show adjusted interquartile cumulative odds ratios and corresponding 95% CIs. The inte...
<p>Values in parentheses are 95% confidence intervals (CI).</p>a<p>Crude models adjusted for sex and...