Best response dynamics for role games |
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Authors: | Ulrich Berger |
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Institution: | (1) Vienna University of Economics, Department VW5, Augasse 2-6, A-1090 Vienna, Austria (e-mail: Ulrich.Berger@wu-wien.ac.at), AT |
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Abstract: | In a role game, players can condition their strategies on their player position in the base game. If the base game is strategically
equivalent to a zero-sum game, the set of Nash equilibria of the role game is globally asymptotically stable under the best
response dynamics. If the base game is 2 ×2, then in the cyclic case the set of role game equilibria is a continuum. We identify
a single equilibrium in this continuum that attracts all best response paths outside the continuum.
Received: June 2001 |
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Keywords: | : Role Games Best Response Dynamics Learning Evolution |
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