Abstract:We develop a framework in which individuals'preferences co-evolve with their abilities to deceive others regarding their preferences and intentions. We show that a pure outcome is stable, essentially if and only if it is an e¢ cient Nash equilibrium.All individuals have the same deception ability in such a stable state. In contrast, there are non-pure outcomes in which non-Nash outcomes are played, and di¤erent deception abilities co-exist. We extend our model to study preferences that depend also on the oppon… Show more
“…Specifically, we interpret a BBE to be a reduced-form solution concept capturing the essential features of an evolutionary process of cultural or social learning. Our methodology follows the extensive literature that studies the stability of endogenous preferences using the "indirect evolutionary approach" (see, e.g., Güth and Yaari, 1992;Güth, 1995;Fershtman and Weiss, 1998;Dufwenberg and Güth, 1999;Koçkesen, Ok, and Sethi, 2000;Guttman, 2003;Güth and Napel, 2006;Heifetz, Shannon, and Spiegel, 2007b;Friedman and Singh, 2009;Herold and Kuzmics, 2009;Alger and Weibull, 2013;Heller and Mohlin, 2017). We apply this modeling approach to the study of endogenous biased beliefs in a setup in which biased beliefs induce behavior, behavior determines "success," and success regulates the evolution of biased beliefs.…”
We investigate how distorted, yet structured, beliefs can persist in strategic situations. Specifically, we study two-player games in which each player is endowed with a biased-belief function that represents the discrepancy between a player's beliefs about the opponent's strategy and the actual strategy. Our equilibrium condition requires that: (1) each player choose a best-response strategy to his distorted belief about the opponent's strategy, and (2) the distortion functions form best responses to one another. We obtain sharp predictions and novel insights into the set of stable outcomes and their supporting stable biases in various classes of games.JEL classification: C73, D83.
“…Specifically, we interpret a BBE to be a reduced-form solution concept capturing the essential features of an evolutionary process of cultural or social learning. Our methodology follows the extensive literature that studies the stability of endogenous preferences using the "indirect evolutionary approach" (see, e.g., Güth and Yaari, 1992;Güth, 1995;Fershtman and Weiss, 1998;Dufwenberg and Güth, 1999;Koçkesen, Ok, and Sethi, 2000;Guttman, 2003;Güth and Napel, 2006;Heifetz, Shannon, and Spiegel, 2007b;Friedman and Singh, 2009;Herold and Kuzmics, 2009;Alger and Weibull, 2013;Heller and Mohlin, 2017). We apply this modeling approach to the study of endogenous biased beliefs in a setup in which biased beliefs induce behavior, behavior determines "success," and success regulates the evolution of biased beliefs.…”
We investigate how distorted, yet structured, beliefs can persist in strategic situations. Specifically, we study two-player games in which each player is endowed with a biased-belief function that represents the discrepancy between a player's beliefs about the opponent's strategy and the actual strategy. Our equilibrium condition requires that: (1) each player choose a best-response strategy to his distorted belief about the opponent's strategy, and (2) the distortion functions form best responses to one another. We obtain sharp predictions and novel insights into the set of stable outcomes and their supporting stable biases in various classes of games.JEL classification: C73, D83.
“…Heller and Mohlin [155] consider the evolution of preferences and cognition in an environment of symmetric two player normal form games. The cognition of a player is a natural number, with larger numbers representing higher levels of cognition.…”
Economic agents are not always rational or farsighted and can make decisions according to simple behavioral rules that vary according to situation and can be studied using the tools of evolutionary game theory. Furthermore, such behavioral rules are themselves subject to evolutionary forces. Paying particular attention to the work of young researchers, this essay surveys the progress made over the last decade towards understanding these phenomena, and discusses open research topics of importance to economics and the broader social sciences.
“…It seems intriguing, to study richer environments in which players are endowed with "universal" (non-game-specific) preferences over fitness profiles, and they interact in different games (and use the same preferences in all these games). Another interesting direction (pursued in a companion working paper, Heller & Mohlin, 2014) is allowing agents to spend effort in deception -influencing the signal observed by the opponent. Third, our model assumes that players directly observe past actions of the partner.…”
We study stable behavior when players are randomly matched to play a game, and before the game begins each player may observe how his partner behaved in a few interactions in the past. We present a novel modeling approach and we show that strict Nash equilibria are always stable in such environments. We apply the model to study the Prisoner's Dilemma.We show that if players only observe past actions, then defection is the unique stable outcome. However, if players are able to observe past action profiles, then cooperation is also stable. Finally, we present extensions that study endogenous observation probabilities and the evolution of preferences.
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