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Modelling Dominance Hierarchies Under Winner and Loser Effects

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Figure

Fig. 1: Probability distributions functions of the RHP of two individuals at time t. The shadedarea describes the overlap between the two distributions.
Table 1: Matrices of wins Wloser effect ( in the non-updated model for different strengths of the winner andW = 0; 0.1; 0.2; 0.3 and L = 0; 0.1; 0.2; 0.3), N = 4, Θ = 1 and t=1000.
Fig. 2: a) Index of linearity for different values of W and L, calculated from the (unrounded) valuesof the average number of wins from Table 1 b) Change of index of linearity K when the group sizeis increased from 4 to 9 under the influence of the loser effect only.
Fig. 3: Transition probabilities between states. A represents a structure with two losers with zerowins, W is a winner that has not yet lost a fight, L(+) is a previous winner that has now lost, L(0)is a loser with no wins and B represent all final structures with only one loser with zero wins.
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