2016
DOI: 10.22574/jmid.2016.12.003
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On Non-Cooperative Foundation and Implementation of the Nash Solution in Subgame Perfect Equilibrium via Rubinstein's Game

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Cited by 1 publication
(1 citation statement)
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“…Van Essen (2014) proposes a model where parties make errors in formulating their demands; in the unique Nash equilibrium with trade, payoffs converge to the Nash solution as errors become negligible. And to close for now the list of papers that connect with Nash's symmetric solution, Duman and Trockel (2016) offers a variant of Rubinstein's alternating-offers procedure to obtain an exact support of the Nash solution in SPE, although its interpretation as a sound implementation exercise applies only to very restricted classes of preferences.…”
Section: The Nash Solutionmentioning
confidence: 99%
“…Van Essen (2014) proposes a model where parties make errors in formulating their demands; in the unique Nash equilibrium with trade, payoffs converge to the Nash solution as errors become negligible. And to close for now the list of papers that connect with Nash's symmetric solution, Duman and Trockel (2016) offers a variant of Rubinstein's alternating-offers procedure to obtain an exact support of the Nash solution in SPE, although its interpretation as a sound implementation exercise applies only to very restricted classes of preferences.…”
Section: The Nash Solutionmentioning
confidence: 99%