| Literature DB >> 33329189 |
J Lukas Thürmer1,2, Frank Wieber1,3, Peter M Gollwitzer1,4,5.
Abstract
Groups need contributions that are personally costly to their members. Such cooperation is only adaptive when others cooperate as well, as unconditional cooperation may incur high costs to the individual. We argue that individuals can use We-if-then plans (collective implementation intentions, cIIs) to regulate their group-directed behavior strategically, helping them to cooperate selectively with group members in the situation planned for. In line with this prediction, a cII to consider group earnings increased cooperative decisions in a prisoners' dilemma game when playing against another group member but not when playing against a stranger (i.e., non-group member). Moreover, cIIs to cooperate in the prisoners' dilemma game did not increase cooperation in a structurally similar investment game that participants had not planned for. We discuss the role of collective planning in solving social dilemmas.Entities:
Keywords: collective implementation intentions; cooperation; motivation science; prisoners’ dilemma; self-regulation; small group performance
Year: 2020 PMID: 33329189 PMCID: PMC7732645 DOI: 10.3389/fpsyg.2020.561388
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
FIGURE 1(A) No-alliance (non-group member) payoff matrix. In this prisoners’ dilemma task, the regular price (A) can be considered to be the cooperative decision due to the higher joint payoff (A,a > B,b); the discount price (B) can be considered to be the defect decision due to the higher individual payoff (B,a > A,a; B,b > A,b). (B) Alliance payoff matrix. Alliance payoffs are paid to the players 50/50, and this matrix thus leads to identical payoffs to the no-alliance matrix. However, alliance payoffs visualize the difference in joint payoffs according to each combination of decisions.
FIGURE 2Number of cooperative decisions in the prisoners’ dilemma task by cII condition and competitor. Error bars represent standard errors.
Cooperation with group members and strangers by implementation intention and explicit goal.
| Mean number of cooperative decisions with group members (out of 8) | 2.09 (2.14) | 2.48 (2.25) | 4.27 (2.81) | 2.57 (2.36) | 2.48 (2.31) | 5.30 (2.48) |
| Mean number of cooperative decisions with non-group members (out of 8) | 1.91 (2.09) | 2.78 (2.15) | 2.36 (2.50) | 1.81 (1.83) | 1.91 (2.39) | 2.83 (2.79) |