2001
DOI: 10.1007/s001820000054
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When are Nash equilibria self-enforcing? An experimental analysis

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Cited by 112 publications
(51 citation statements)
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“…This suggests it may not be credible and preplay communication with nonbinding orders may not enhance coordination on the Pareto dominant equilibrium. This is in line with Clark et al (2001), who consider a game where the Aumann critique applies. They find that cooperation is played 42% of the time but announced 81% of the time.…”
Section: Cheap Talk and Cooperationsupporting
confidence: 84%
See 1 more Smart Citation
“…This suggests it may not be credible and preplay communication with nonbinding orders may not enhance coordination on the Pareto dominant equilibrium. This is in line with Clark et al (2001), who consider a game where the Aumann critique applies. They find that cooperation is played 42% of the time but announced 81% of the time.…”
Section: Cheap Talk and Cooperationsupporting
confidence: 84%
“…This differs from the case studied by Cooper et al (1992). Clark et al (2001) also study preplay communication in a setting where announces are not self enforcing. They find that cooperation is announced 81% of the time, but played only 42% of the time.…”
Section: The Trading Gamementioning
confidence: 91%
“…However, their payoffs do not permit a direct test of the Aumann conjecture, as there is no strict preference over the other player's action when he or she intends to play A. Clark et al (1997) choices is affected by communication p = 0 0027 ." Nonetheless, the efficient outcome is not observed in most cases and they conclude on p. 14 that "these results suggest that communication is not sufficient for attaining efficiency in simple coordination games.…”
Section: Coordination Communication and Dominancementioning
confidence: 99%
“…Overall, it is interesting to note, and very likely a consequence of the predominant matching protocol, that many authors working in this area focused on the structure of the payoff matrix (e.g., Battalio, Samuelson andVan Huyck [BSVH], 2001, andClark, Kay andSefton [CKS], 2001) 13 rather than implementation details that had shown to be of importance in order statistic games. Schmidt, Shupp, Walker and Ostrom (2003), in an article closely related to BSVH (2001), systematically vary measures of payoff-dominance and risk-dominance (the definition of which used here is nonstandard) and find -both for random matching and fixed matching protocols --that players react to changes in risk-dominance but not payoff-dominance.…”
mentioning
confidence: 99%