| Literature DB >> 23284816 |
Federica Amici1, Bradley Barney, Valen E Johnson, Josep Call, Filippo Aureli.
Abstract
It has long been debated whether the mind consists of specialized and independently evolving modules, or whether and to what extent a general factor accounts for the variance in performance across different cognitive domains. In this study, we used a hierarchical Bayesian model to re-analyse individual level data collected on seven primate species (chimpanzees, bonobos, orangutans, gorillas, spider monkeys, brown capuchin monkeys and long-tailed macaques) across 17 tasks within four domains (inhibition, memory, transposition and support). Our modelling approach evidenced the existence of both a domain-specific factor and a species factor, each accounting for the same amount (17%) of the observed variance. In contrast, inter-individual differences played a minimal role. These results support the hypothesis that the mind of primates is (at least partially) modular, with domain-specific cognitive skills undergoing different evolutionary pressures in different species in response to specific ecological and social demands.Entities:
Mesh:
Year: 2012 PMID: 23284816 PMCID: PMC3526483 DOI: 10.1371/journal.pone.0051918
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Posterior mean (± standard deviation) of variance proportions by source for all models considered. M3 is the best model.
| MODEL | Error: σ2± sd | Species: σ2± sd | Species* domain:σ2± sd | Individual:σ2± sd | Individual* domain:σ2± sd |
|
| 1.00 | ||||
|
| 0.87±0.07 | 0.13±0.07 | |||
|
| 0.86±0.08 | 0.14±0.08 | |||
|
| 0.66±0.08 | 0.17±0.09 | 0.17±0.06 | ||
|
| 0.67±0.08 | 0.16±0.09 | 0.16±0.06 | ||
|
| 0.87±0.07 | 0.12±0.07 | 0.01±0.01 | ||
|
| 0.85±0.07 | 0.14±0.07 | 0.02±0.01 | ||
|
| 0.67±0.07 | 0.15±0.08 | 0.16±0.05 | 0.01±0.01 | 0.02±0.01 |
|
| 0.67±0.07 | 0.14±0.08 | 0.16±0.05 | 0.01±0.01 | 0.03±0.01 |
M0, M1, M3, M5 and M7 assume that the error variance is identical across tasks (0), while M2, M4, M6 and M8 allow the error variance to have a task-specific variance hierarchically based on a common error variance (J). M0 includes no random effects. M1 and M2 only include the species effect (S). M3 and M4 include species and species*domain effects (SD). M5 and M6 include species and individual effects (SI). M7 and M8 include species, species*domain, individual and individual*domain effects (SDID). Models M0–M2 and M5–M6 had significant lack of fit because of their failure to include both species and species*domain effects; this is also reflected in the sizable proportion of variance that both the species and species*domain effects account for whenever they were included in these models (i.e. M3–M4 and M7–M8). The principal conclusions drawn from M3 are similar to those from M4, M7, and M8. Because the discrepancy measures did not suggest that M3 needed individual effects (as in M7 and M8) or that the error variances needed to deviate per task (as in M4), M3 was the best model (see [60] for a formal assessment approach).
Figure 1The estimated marginal posterior distributions of the combined species and species*domain effects for each species in each domain.
They convey the uncertainty in the combined effects of both domain-general and domain-specific factors. Larger average values of a latent variable increase the likelihood of good performance, and narrower curves reflect greater precision in identifying the combined effects.
Figure 2For each domain, image plots of the posterior probability (PP) that the listed row species performed better than the listed column species on average (CH = chimpanzees, BO = bonobos, GO = gorilla, OR = orangutans, SM = spider monkeys, CM = capuchin monkeys, LM = long-tailed macaques).
Values close to 0 (pink shade) indicate the row species perform worse than the column species, whereas values close to 1 (green shade) indicate the row species perform better than the column species. The plots more directly reflect the evidence for differences between species in the combined effects.