Skip to main content
. 2015 May 7;282(1806):20150211. doi: 10.1098/rspb.2015.0211

Table 1.

Summary of results.

variable men
women
effect of heighta optimum (CI95)b effect size (min–max)c effect of heighta optimum (CI95)b effect size (min–max)c
ever-born children curvilinear 1.016 (0.504, 2.242) 11.6% (2.14–2.39) quadratic −0.081 (−1.163, 0.768) 3.0% (2.29–2.35)
ever-born with controlsd curvilinear 0.630 (0.060, 2.224) 7.3% (2.20–2.36) quadratic −0.139 (−0.990, 0.585) 3.8% (2.27–2.35)
no. children after firstborn no effect 2.7% (2.47–2.54) no effect 1.1% (2.50–2.53)
ever had child curvilinear 1.265 (0.688, 2.803) 4.5% (0.89–0.93) quadratic −0.388 (−1.420, 0.194) 1.5% (0.92–0.93)
ever had 2nd child positive 2.9% (0.92–0.95) no effect 0.6% (0.93–0.93)
proportion surviving no effect curvilinear 1.811 (0.421, 6.692) 0.7% (0.98–0.99)
surviving children curvilinear 0.996 (0.506, 2.146) 12% (2.11–2.36) quadratic 0.058 (−0.493, 0.601) 3.8% (2.24–2.33)
has current partner curvilinear 1.808 (0.381, 10.951) 2.4% (0.93–0.96) quadratic −0.354 (−1.297, 0.153) 2.5% (0.86–0.88)
ever had partner curvilinear 1.188 (0.423, 3.934) 1.1% (0.97–0.99) curvilinear −0.772 (−2.419, −0.204) 1.1% (0.97–0.98)
age in relationship curvilinear −0.582 (−2.202, −0.0001) 2.8% (26.76–27.50) quadratic −0.759 (−5.692, 2.399)e 2.0% (24.55–25.05)
no. children with current partner given age when in relationshipf positive 7.4% (2.05–2.20) positive 6.7% (2.19–2.33)
age at first birth curvilinear −0.771 (−4.685, 0.175) 1.4% (27.46–27.84) curvilinear −3.452 (−14.495, −1.730) 4.8% (24.25–25.40)
age at last birth no effect 0.9% (32.31–32.60) curvilinear −2.705 (−10.120, −1.351) 3.3% (29.25–30.22)
time until birth child since onset relationshipf no effect 4.2% (3.74–3.90) positive 16.9% (3.04–3.55)
age at menses positive 5.3% (12.87–13.55)
age at menopause positive 1.2% (49.36–49.95)
reproductive spang no effect 0.1% (36.42–36.47)

aThe effect of height on the dependent variable. ‘Curvilinear’ indicates a nonlinear pattern with an optimum significantly different from the average height (with both the estimates of height and height2

significant), whereas ‘quadratic’ refers to a nonlinear pattern with an optimum around average height (with only height2 significant).

bConfidence interval determined through simulating the data (see text).

cOur measure of the size of the effect; smallest (minimum) and largest (maximum) predicted value within −2 and +2 standard deviations of the height range; the percentage reflects maximum/minimum.

This is not a ‘traditional’ effect size.

dControlled for education, health and income.

eThe effect of height is weak and marginally significant, which is why the optimum cannot be established very accurately.

fThis ‘effect size’ was established for the median age in the relationship (22 for women, 25 for men).

gDifference between age at menses and age at menopause.