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Cooperation, but No Reciprocity: Individual Strategies in the Repeated Prisoner's Dilemma
by
Breitmoser, Yves
in
Cooperation
/ Datasets
/ Discounts
/ Economic theory
/ Equilibrium
/ Experiments
/ Game theory
/ Games
/ Laboratories
/ Population estimates
/ Predictions
/ Prisoners dilemma
/ Probabilities
/ Probability
/ Reciprocity
/ Repeated games
/ Repeated prisoners dilemma
/ Research subjects
/ Standard error
/ Strategies
/ Thresholds
/ Tit for tat
2015
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Cooperation, but No Reciprocity: Individual Strategies in the Repeated Prisoner's Dilemma
by
Breitmoser, Yves
in
Cooperation
/ Datasets
/ Discounts
/ Economic theory
/ Equilibrium
/ Experiments
/ Game theory
/ Games
/ Laboratories
/ Population estimates
/ Predictions
/ Prisoners dilemma
/ Probabilities
/ Probability
/ Reciprocity
/ Repeated games
/ Repeated prisoners dilemma
/ Research subjects
/ Standard error
/ Strategies
/ Thresholds
/ Tit for tat
2015
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Do you wish to request the book?
Cooperation, but No Reciprocity: Individual Strategies in the Repeated Prisoner's Dilemma
by
Breitmoser, Yves
in
Cooperation
/ Datasets
/ Discounts
/ Economic theory
/ Equilibrium
/ Experiments
/ Game theory
/ Games
/ Laboratories
/ Population estimates
/ Predictions
/ Prisoners dilemma
/ Probabilities
/ Probability
/ Reciprocity
/ Repeated games
/ Repeated prisoners dilemma
/ Research subjects
/ Standard error
/ Strategies
/ Thresholds
/ Tit for tat
2015
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Cooperation, but No Reciprocity: Individual Strategies in the Repeated Prisoner's Dilemma
Journal Article
Cooperation, but No Reciprocity: Individual Strategies in the Repeated Prisoner's Dilemma
2015
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Overview
In the repeated prisoner's dilemma, predictions are notoriously difficult. Recently, however, Blonski, Ockenfels, and Spagnolo (2011)—henceforth, BOS—showed that experimental subjects predictably cooperate when the discount factor exceeds a particular threshold. I analyze individual strategies in four recent experiments to examine whether strategies are predictable, too. Behavior is well summarized by \"Semi-Grim\" strategies: cooperate after mutual cooperation, defect after mutual defection, randomize otherwise. This holds both in aggregate and individually, and it explains the BOS-threshold: Semi-Grim equilibria appear as the discount factor crosses this threshold, and then, subjects start cooperating in round 1 and switch to Semi-Grim in continuation play.
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