2020
DOI: 10.1038/s41559-020-1173-y
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An age-dependent ovulatory strategy explains the evolution of dizygotic twinning in humans

Abstract: An agedependent ovulatory strategy explains the evolution of dizygotic twinning in humans, Nature Ecology and Evolution 2020. DOI to be finalized. This function estimates lifetime reproduction in a cohort of women by simulating ovulatory cycles that can result in successful live singleton or twin births depending on inputs controlling prenatal and postnatal mortality, probabilities of single or double ovulation, maternal mortality both during child birth and independent of childbirth. It allows for up to 20 pa… Show more

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Cited by 9 publications
(12 citation statements)
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“…As for the other life-history traits, we quantified the effect of maternal age on the per-birth twinning probability while controlling for parity since both variables are strongly correlated (Spearman’s rho = 0.69 in our dataset) and potentially associated with twinning 1 . The GLMM fitted to our data is consistent with S1: we replicated the well-established result that the maximal per-birth twinning probability is reached when mothers were in their mid to late thirties 11 (Fig. 4c ; Supplementary Table 6 ).…”
Section: Resultssupporting
confidence: 85%
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“…As for the other life-history traits, we quantified the effect of maternal age on the per-birth twinning probability while controlling for parity since both variables are strongly correlated (Spearman’s rho = 0.69 in our dataset) and potentially associated with twinning 1 . The GLMM fitted to our data is consistent with S1: we replicated the well-established result that the maximal per-birth twinning probability is reached when mothers were in their mid to late thirties 11 (Fig. 4c ; Supplementary Table 6 ).…”
Section: Resultssupporting
confidence: 85%
“…2 raises a new question: how does the negative relationship between per-birth twinning probability and total births come about? One possibility is that maternal age, which we explicitly did not control for in the previous analysis, drives the relationship due to its influence on the per-birth probability of twinning 1 , 11 . For example, mothers that start reproducing from the age of 30 onwards show an increased probability of twinning but will have a short reproductive lifespan and few total births.…”
Section: Resultsmentioning
confidence: 99%
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“…(3) Dr David Anderson suggested the 'insurance ova hypothesis', namely that DZ twinning may represent an insurance mechanism compensating for chromosomal defects (Anderson, 1990). ( 4) Recent empirical work has supported Anderson's insurance hypothesis in humans (Hazel et al, 2020). ( 5) MZ twinning is a puzzling phenomenonbut it is not just a developmental accident.…”
Section: Keynote Addressmentioning
confidence: 99%