Calculation of the interaction score.

The lower the rank of the aggressor and the greater the rank of the recipient, the greater the score (-1 to 1; line thickness). Figure created using a female gorilla silhouette icon from PhyloPic (created by T. Michael Keesey) and TikZ (TeX).

Results from the linear mixed effects model.

Significant p-values appear in bold. The significance of each level of a categorical variable was evaluated against the reference level (placed in parenthesis) according to whether their confidence intervals (CI) include zero or not. ‘Pregnant n’ denotes the nth trimester of pregnancy. We also include the effect of some of the tested variables on overall adult female aggression rates, based on results from [11] on the right of the table. ‘ns’: non-significant correlation; ‘+’: positive correlation; ‘-’: negative correlation; ‘na’: not tested (see [11] for details).

Distribution of interaction score (recipient-aggressor rank difference): density of the mild, moderate and severe aggression as a function of the interaction score.

Positive scores represented aggression up and negative scores represented aggression down the hierarchy.

Predicted interaction score (recipient-aggressor rank difference) as a function of the explanatory variables of the linear mixed effects model, with a significant effect: actor’s reproductive state (Cycl: cycling; P n: nth pregnancy trimester; Lact: lactating), number of adult females and number of adult males in the group.

Whiskers and shaded areas show 95% confidence intervals. We created the figure using R package effects [46]. Positive scores represented aggression up and negative scores represented aggression down the hierarchy.