The Origins and Evolution of Leadership

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The Origins and Evolution of Leadership Andrew J. King, Dominic D.P. Johnson, Mark Van Vugt  Current Biology  Volume 19, Issue 19, Pages R911-R916 (October 2009) DOI: 10.1016/j.cub.2009.07.027 Copyright © 2009 Elsevier Ltd Terms and Conditions

Figure 1 Follow me: What are the mechanisms? (A) Tandem running in ants, the ant on the left is following the other to a known food source, and is led via tactile communication. Image courtesy of Tom Richardson and Nigel Franks. (B) Honey bee ‘waggle’ dance (indicated by the white lines) signalling the location and quality of potential nest sites to colony members. Image courtesy of Jürgen Tautz and Marco Kleinhenz. (C) Side-flop display by an informed lead dolphin, used to coordinate shifts in activity patterns in group-mates. Image courtesy of Susan and David Lusseau. (D) Graduation ceremony at Harvard University, led by music, hierarchical costumes, a myriad of signals, and ritualised ceremony. Image courtesy of Dominic Johnson. Current Biology 2009 19, R911-R916DOI: (10.1016/j.cub.2009.07.027) Copyright © 2009 Elsevier Ltd Terms and Conditions

Figure 2 Solving the free-rider problem through leadership. The graphs show results of an experiment in which human participants (n = 136) played a standard public goods game (in groups of 4 players) that precisely replicated that of Fehr and Gachter [51] (each subject was allocated an endowment of 20 monetary units for each round, of which they could invest any amount into a group fund and retain the remainder; each monetary unit invested in the group fund yielded a payoff of 0.5 monetary units). In each round, groups were randomly re-formed so that participants did not know with whom they were playing and their decisions were anonymous. The first stage consisted of six rounds of a standard public goods game (not shown). In the second stage (shown in the figure) there were three groups: ‘None punish’ (blue line) was a standard public goods game; In ‘All punish’ (red line), individuals could simultaneously make deductions from each other by paying a fee, drawn from their earnings for that round, up to a maximum of 10 MUs per punished member; ‘One punishes’ (green line) was the same as ‘all punish’ except that just one group member was randomly selected to be the designated punisher in each round. The striking result is that a single punisher was able to maintain almost same level of cooperation as everyone punishing in Fehr and Gachter's [51] famous experiment. Y-axis depicts mean contribution of monetary investments to group fund by participants. Figure adapted from [52]. Current Biology 2009 19, R911-R916DOI: (10.1016/j.cub.2009.07.027) Copyright © 2009 Elsevier Ltd Terms and Conditions