| Literature DB >> 34987824 |
Nicole Thompson González1,2, Zarin Machanda3,4, Emily Otali3, Martin N Muller1,3, Drew K Enigk1, Richard Wrangham3,5, Melissa Emery Thompson1,3.
Abstract
BACKGROUND: Social isolation is a key risk factor for the onset and progression of age-related disease and mortality in humans. Nevertheless, older people commonly have narrowing social networks, with influences from both cultural factors and the constraints of senescence. We evaluate evolutionarily grounded models by studying social aging in wild chimpanzees, a system where such influences are more easily separated than in humans, and where individuals are long-lived and decline physically with age.Entities:
Keywords: age-related disease; comparative gerontology; embeddedness; senescence; social isolation; social ties
Year: 2021 PMID: 34987824 PMCID: PMC8697844 DOI: 10.1093/emph/eoab040
Source DB: PubMed Journal: Evol Med Public Health ISSN: 2050-6201
Guide to individual network measures, where individual of interest is ‘ego’
| Network measure | Functional term | Technical description |
|---|---|---|
| In | Social attractivity | Attention received |
| Degree | Number of partners that groom ego | |
| Strength | Summed dyadic rates of ego’s grooming received | |
| Out | Overt social effort | Attention given |
| Degree | Number of partners that ego grooms | |
| Strength | Summed dyadic rates of ego’s grooming given | |
| Betweenness | Social role: bridging | Number of shortest paths between any two network members that pass through ego |
| Local transitivity | Social role: clique member | Proportion of ego’s partner that are also partners with each other |
| Eigenvector centrality | Embeddedness: influence and access to information | Individuals with high eigenvector centrality have many partners who themselves also have many partners |
All SNA measures from betweenness down are calculated with weighted and undirected edges.
Guide to explanatory models of social aging tested in this study and their predicted changes in social integration
| Model of social aging | Predictions |
|---|---|
| Sociosexual status | Dominance rank or sexual status drives variation in integration, where age did in models with age alone as a predictor. |
| Senescence constraints | All network measures of integration ↓ with age. |
| Added value | ↑ Attention received and indirect connections (betweenness, embeddedness) with age. |
| Individual differences | Repeatable inter-individual differences explain significant amount of variation in integration, with or without age-effects. |
Figure 1.Age ranges of observation for each study subject (22 females and 16 males; 122 female-years, 78 male-years). Focal observations were continuous over each age window.
Figure 2.Sociogram of an annual network (year 2012). Males represented by square nodes and females by circles. Color of node darkens by individual age. Edges between nodes represent undirected grooming interactions, weighted by rates of dyadic grooming per time observed. Node layout determined by the Fruchterman-Reingold algorithm, where nodes with more and stronger direct edges appear nearer to one another. Individuals with fewer or weaker ties are thus placed at the periphery.
GAMM compositions: testing effects of age on social integration independent of annual dominance rank and time swollen
| Approach | Network composition | Responses | Linear predictors and smooth terms |
|---|---|---|---|
| Rank-independent age effects | Mixed sex | In-degree, out-degree,b in-strength, out-strength, local transitivity, betweenness, eigenvector centrality | Sex + s(age, by = sex, k) + s(rank, by = sex, k) |
| Same sex | ‘’ | s(age, k) + s(rank, k) | |
| Time swollen-independent age effects (females only) | Mixed sex | ‘’ | s(age, k) + s(rank, k) + s(time swollen, k) + ti(age, time swollen, k) |
| General age effects | Mixed sex | ‘’ | Sex + s(age, by = sex, k) |
| Same sex | ‘’ | s(Age, k) |
All models included individual ID as a random effect: s(ID, bs = ‘re’).
In-degree and out-degree calculated based on directed grooming networks, other measures on undirected networks.
Summary of results
| Integration measure | Males (mixed sex) | Males (same sex) | Females (mixed sex) | Females (same sex) | ||||
|---|---|---|---|---|---|---|---|---|
| Δ with age | IDEobs | Δ with age | IDEobs | Δ with age | IDEobs | Δ with age | IDEobs | |
| In-degree |
|
|
|
|
| 0.21 [98] |
| 0.36 [99] |
| Out-degree |
| 0.18 [96] |
| 0.22 [100] |
| 0.52 [100] |
| 0.55 [100] |
| In-strength |
| 0.37 [100] |
| 0.26 [96] |
| 0.18 [100] |
|
|
| Out-strength |
|
|
|
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| 0.21 [100] |
| 0.13 [100] |
| Local transitivity |
|
|
|
|
|
|
|
|
| Betweenness |
|
|
|
|
|
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| 0.25 [95] |
| Eigenvector centrality |
|
|
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| 0.63 [100] |
|
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Age-related changes in social network integration, independent of dominance rank and time swollen (females). Icons describe significant relationships between age and a given network measure in GAMMs (see legend; full model results in Supplementary Tables S3–S4, S8–S9). Dots indicate a non-significant relationship with age. Significant repeatability of an integration measure is given as IDEobs (observed deviance explained by individual ID in GAMM, full results Supplementary Table S6). Significance of the observed F statistic of age-related change and IDEobs in GAMMs were evaluated by the % of 1000 statistics extracted from models on node randomized data that the observed statistics were greater than, noted in square brackets.
Integration measure ↑ = increases with age, ↓ = decreases with age, = increases and plateaus with age, ∩ = increases in early to mid-adulthood and decreases in later adulthood.
Rank mediates age effect on integration (Supplementary Tables S4 and S9, Fig. S1).
Time swollen mediates age effect on integration (Supplementary Table S5 and S8, Fig. S2).
Figure 3.Social integration measures by age in mixed and same-sex grooming networks. Male data represented by blue triangles and blue dashed GAM smooth, female data represented by red circles and red solid GAM smooth. Smooths are conditional effects of age on social integration, controlling for rank, created using the R functions visreg and mgcv::gam within ggplot2.
Summary of evidence consistent and inconsistent with 3 models of social aging
| Model of social aging | Male | Female |
|---|---|---|
| Sociosexual status |
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| Senescence constraints |
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| ↑ TransitivityMS and sustained Embeddedness into old age. | ||
| No age-related changes in social effort. | ||
| Added value |
| |
| ∩ In-Strength with age | ||
| Individual differences |
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Evidence consistent with model is in bold, inconsistent is unbolded.
Change occurs in mixed-sex networks only.
Change occurs in same-sex networks only.