| Literature DB >> 17493264 |
Patrik Lindenfors1, Charles L Nunn, Robert A Barton.
Abstract
BACKGROUND: Social and competitive demands often differ between the sexes in mammals. These differing demands should be expected to produce variation in the relative sizes of various brain structures. Sexual selection on males can be predicted to influence brain components handling sensory-motor skills that are important for physical competition or neural pathways involving aggression. Conversely, because female fitness is more closely linked to ecological factors and social interactions that enable better acquisition of resources, social selection on females should select for brain components important for navigating social networks. Sexual and social selection acting on one sex could produce sexual dimorphism in brain structures, which would result in larger species averages for those same brain structures. Alternatively, sex-specific selection pressures could produce correlated effects in the other sex, resulting in larger brain structures for both males and females of a species. Data are presently unavailable for the sex-specific sizes of brain structures for anthropoid primates, but under either scenario, the effects of sexual and social selection should leave a detectable signal in average sizes of brain structures for different species.Entities:
Mesh:
Year: 2007 PMID: 17493264 PMCID: PMC1885794 DOI: 10.1186/1741-7007-5-20
Source DB: PubMed Journal: BMC Biol ISSN: 1741-7007 Impact factor: 7.431
Stepwise multiple regression models: brain components
| Brain components (dependent variables) | ||||||
| Independent variables included in the best model | Pons | Medulla oblongata | Cerebellum | Mesencephalon | Diencephalon | Telencephalon |
| Total brain volume minus the dependent variable | ||||||
| Sexual size dimorphism | - | |||||
| Female group size | -- | -- | -- | -- | ||
| Male group size | -- | -- | -- | -- | ||
| Whole model | F(2,18) = 258.21 | F(2, 18) = 260.89 | F(1,19) = 516.82 | F(2,18) = 317.32 | F(4,16) = 409.56 | F(4,16) = 352.48 |
| R2 = 0.966 | R2 = 0.967 | R2 = 0.964 | R2 = 0.972 | R2 = 0.990 | R2 = 0.989 | |
The table shows results from separate multiple regression models based on independent contrasts investigating the effects of four independent variables on six different main components of the primate brain.
The models were constructed by sequentially removing variables, keeping those with p ≤ 0.1. Each column contains one best regression model relating to that specific brain component. Numbers to the right of each independent variable are the partial regression coefficients for that specific variable, and the numbers in the bottom row give statistics for the multiple regression models. Dashes indicate variables excluded from the final best models because they had a partial regression p > 0.1.
Stepwise multiple regression models: telencephalon components
| Telencephalon components (dependent variables) | ||||||
| Independent variables included in the best modeL | Septum | Striatum | Amygdala | Schizocortex | Hippocampus | Neocortex |
| Total brain volume minus the dependent component | ||||||
| Sexual dimorphism | -- | -- | ||||
| Female group size | -- | -- | -- | -- | ||
| Male group size | -- | -- | -- | |||
| Whole model | F(3,17) = 158.25 | F(2,18) = 182.92 | F(2,18) = 77.256 | F(3,17) = 67.947 | F(2,18) = 84.643 | F(3,17) = 409.79 |
| R2 = 0.965 | R2 = 0.953 | R2 = 0.896 | R2 = 0.923 | R2 = 0.4907 | R2 = 0.986 | |
The table shows results from separate multiple regression models based on independent contrasts investigating the effects of four independent variables on seven different main components of the primate telencephalon.
The models were constructed by sequentially removing variables, keeping those with p ≤ 0.1. Each column contains one best regression model relating to that specific telencephalon component. Numbers to the right of each independent variable are the partial regression coefficients for that specific variable, while the numbers in the bottom row give statistics for the multiple regression models. Dashes indicate variables excluded from the final best models because they had a partial regression p > 0.1.