| Literature DB >> 24421897 |
Charlotte Störmer1, Virpi Lummaa2.
Abstract
Life History Theory predicts that extrinsic mortality risk is one of the most important factors shaping (human) life histories. Evidence from contemporary populations suggests that individuals confronted with high mortality environments show characteristic traits of fast life-history strategies: they marry and reproduce earlier, have shorter birth intervals and invest less in their offspring. However, little is known of the impact of mortality experiences on the speed of life histories in historical human populations with generally higher mortality risk, and on male life histories in particular. Furthermore, it remains unknown whether individual-level mortality experiences within the family have a greater effect on life-history decisions or family membership explains life-history variation. In a comparative approach using event history analyses, we study the impact of family versus individual-level effects of mortality exposure on two central life-history parameters, ages at first marriage and first birth, in three historical human populations (Germany, Finland, Canada). Mortality experience is measured as the confrontation with sibling deaths within the natal family up to an individual's age of 15. Results show that the speed of life histories is not adjusted according to individual-level mortality experiences but is due to family-level effects. The general finding of lower ages at marriage/reproduction after exposure to higher mortality in the family holds for both females and males. This study provides evidence for the importance of the family environment for reproductive timing while individual-level mortality experiences seem to play only a minor role in reproductive life history decisions in humans.Entities:
Mesh:
Year: 2014 PMID: 24421897 PMCID: PMC3885450 DOI: 10.1371/journal.pone.0083633
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Descriptives for the study populations (Krummhörn, Finland and Québec) including sample sizes, mean ages at marriage and first birth as well as proportions of individuals confronted with mortality separated by sex.
| Descriptives | Sex | Krummhörn | Finland | Québec | |
|
| Age first marriage | Male | N = 967 | N = 1,448 | N = 15,433 |
| Female | N = 1,064 | N = 1,542 | N = 15,350 | ||
| Age first birth | Male | N = 875 | N = 1,305 | N = 14,124 | |
| Female | N = 940 | N = 1,392 | N = 14,017 | ||
|
| Age first marriage | Male | N = 327 (∼34%) | N = 575 (∼40%) | N = 6928 (∼45%) |
| Female | N = 310 (∼30%) | N = 558 (∼36%) | N = 8317 (∼54%) | ||
| Age first birth | Male | N = 310 (∼35%) | N = 526 (∼40%) | N = 6389 (∼45%) | |
| Female | N = 296 (∼31%) | N = 535 (∼38%) | N = 7548 (∼54%) | ||
|
| No mortality exposure | Male | 29.35+/− 5.76 | 26.66+/− 5.48 | 28.32+/− 6.31 |
| Female | 27.21+/− 5.39 | 25.40+/− 5.58 | 23.00+/− 5.56 | ||
| Mortality exposure | Male | 28.80+/− 5.05 | 26.48+/− 5.00 | 26.92+/− 5.20 | |
| Female | 26.84+/− 5.61 | 26.46+/− 5.91 | 22.89+/− 5.34 | ||
|
| No mortality exposure | Male | 29.79+/− 5.84 | 29.34+/− 6.78 | 29.17+/− 6.15 |
| Female | 27.18+/− 4.82 | 27.01+/− 5.51 | 23.74+/− 4.77 | ||
| Mortality exposure | Male | 29.25+/− 5.28 | 27.93+/− 6.16 | 27.97+/− 5.17 | |
| Female | 26.76+/− 4.59 | 26.61+/− 5.00 | 23.64+/− 4.77 |
Note: Mortality exposure refers to the exposure to sibling deaths before the focal individual reaches age 15.
Results for the Event History Analysis on age at first marriage and age at first birth in relation to early mortality exposure for the Krummhörn, the Finnish, and the Québec population.
| Krummhörn | ||||
| Age at first marriage | Age at first birth | |||
| Model | iwt | strata | iwt | strata |
| N subjects | 2,019 | 2,019 | 1,806 | 1,806 |
| N observations | 2,961 | 2,961 | 2,716 | 2,716 |
| Mortality experience | 2.72 * (iwt) | .32 | 1.20 * | 1.21 |
| Sex | .14 *** (iwt) | .06 *** (iwt) | .20 *** (iwt) | .10 *** (iwt) |
| Sex*mortality | 1.00 | .90 | 1.04 | 1.09 |
| Family size*mortality | .86 * (iwt) | 1.12 | .97 * | .97 |
| Birthcohort | .77 *** (iwt) | .45 | .86 * (iwt) | 1.13 |
| Family size | .97 | 1.46 | .97 * | .94 |
| Birthrank | 1.08 | 1.17 | 1.07 ** | .97 |
| Model parameters | ||||
| LR chi2 | 160.50 | 90.55 | 154.08 | 88.58 |
| Chi2 | 0.0000 | 0.0000 | 0.0000 | 0.0000 |
| Log likelihood | −13255.944 | −1072.2759 | −11657.559 | −873.46121 |
|
| ||||
| N subjects | 2,528 | 2,528 | 2,227 | 2,227 |
| N observations | 4,423 | 4,423 | 3,985 | 3,985 |
| Mortality experience | 1.00 | .85 | 1.03 | .88 |
| Sex | .36 *** (iwt) | .14 *** (iwt) | .71 *** | .67 *** |
| Sex*mortality | 1.13 *** | 1.16 * | 1.07+ | 1.11 |
| Family size*mortality | .99 | 1.01 | .99 | 1.00 |
| Birthcohort | 1.00 | 1.01 | 1.01 | 1.04 |
| Family size | .84 *** (iwt) | .60 | 1.01 | .92 |
| Birthrank | 1.02 | 1.02 | 1.00 | .98 |
|
| ||||
| LR chi2 | 107.00 | 68.39 | 77.19 | 40.86 |
| Chi2 | 0.0000 | 0.0000 | 0.0000 | 0.0237 |
| Log likelihood | −17231.252 | −1391.1835 | −15069.77 | −1256.9297 |
| Québec | ||||
| N subjects | 24,831 | 24,831 | 22,778 | 22,778 |
| N observations | 52,151 | 52,151 | 47,481 | 47,481 |
| Mortality experience | 1.04 ** | 1.04 | 1.13 *** (iwt) | .95 |
| Sex | .02 *** (iwt) | .00 *** (iwt) | .02 *** (iwt) | .00 *** (iwt) |
| Sex*mortality | 1.02 | 1.02 | 1.02 + | 1.01 |
| Family size*mortality | 1.00 | 1.00 | 1.00 | 1.00 |
| Birthcohort | .90 *** (iwt) | .78 * (iwt) | .85 *** (iwt) | .94 |
| Family size | .96 *** (iwt) | .96 | .94 *** (iwt) | .90 * (iwt) |
| Birthrank | 1.02 *** | .99 | 1.02 *** | .99 |
| Urban birth | 1.23 ** (iwt) | 1.05 | 1.26 ** (iwt) | 1.34 |
|
| ||||
| LR chi2 | 5084.66 | 5031.92 | 5002.05 | 4613.59 |
| Chi2 | 0.0000 | 0.0000 | 0.0000 | 0.0000 |
| Log likelihood | −223923.57 | −22807.987 | −203275.8 | −19849.948 |
Results are shown for both the iwt-models (controlling for covariates showing an interaction with time if the proportionality assumption is not met) and the stratified model (stratification by family ID to control for family membership). The effects of the included covariates are reported as hazard ratios (HR). Sex is coded as 0 = female and 1 = male. For complete results of the models including all covariates see the supporting information (tables S1, S2 and S3).
iwt = controlling for covariates showing an interaction with time.
Significance: *** p<0.001; ** p<0.01; * p<0.05; +p<0.1.