An information aggregation problem of the Condorcet Jury Theorem is considered with cognitive hierarchy models in which players would best respond holding heterogeneous beliefs on cognitive level of the other players. Whether the players are aware of the presence of opponents at their own cognitive level turns out to be a key factor for asymptotic properties of the deviation from the Nash behavior, and thence for asymptotic efficiency of the group decision. Our laboratory experiments provide evidence for the self-awareness condition. We obtain an analytical result showing that the difference from the standard cognitive hierarchy models arises when the best-reply functions are asymptotically expanding
Theoretical results underpinning the wisdom of the crowd, such as the Condorcet Jury Theorem, point ...
We analyze a committee decision in which individuals with common preferences are uncertain which of ...
This paper proposes a method for estimating a hierarchical model of bounded rationality in games of ...
An information aggregation problem of the Condorcet Jury Theorem is considered with cognitive hierar...
Abstract. Cognitive hierarchy models have been developed to explain systematic devi-ations from the ...
We study the implications of structural models of non-equilibrium thinking, in which players best re...
We consider a group of individuals who face a binary collective decision. Each group member holds so...
Cognitive hierarchy theory, a collection of structural models of non-equilibrium thinking, in which ...
Strategic thinking, best-response, and mutual consistency (equilibrium) are three key modeling prin...
We consider a model of information aggregation in which there are two possible states of the world a...
The Condorcet Jury Theorem pertains to elections in which the agents have common preferences but div...
We explore an equilibrium model of games where behavior is given by logit response functions, but pa...
We analyze a symmetric model of an election in which voters are uncertain about which of two alterna...
Players in a game are “in equilibrium” if they are rational, and accurately predict other players' s...
Although majority rule has limited value for aggregating conflicting preferences, it offers promise ...
Theoretical results underpinning the wisdom of the crowd, such as the Condorcet Jury Theorem, point ...
We analyze a committee decision in which individuals with common preferences are uncertain which of ...
This paper proposes a method for estimating a hierarchical model of bounded rationality in games of ...
An information aggregation problem of the Condorcet Jury Theorem is considered with cognitive hierar...
Abstract. Cognitive hierarchy models have been developed to explain systematic devi-ations from the ...
We study the implications of structural models of non-equilibrium thinking, in which players best re...
We consider a group of individuals who face a binary collective decision. Each group member holds so...
Cognitive hierarchy theory, a collection of structural models of non-equilibrium thinking, in which ...
Strategic thinking, best-response, and mutual consistency (equilibrium) are three key modeling prin...
We consider a model of information aggregation in which there are two possible states of the world a...
The Condorcet Jury Theorem pertains to elections in which the agents have common preferences but div...
We explore an equilibrium model of games where behavior is given by logit response functions, but pa...
We analyze a symmetric model of an election in which voters are uncertain about which of two alterna...
Players in a game are “in equilibrium” if they are rational, and accurately predict other players' s...
Although majority rule has limited value for aggregating conflicting preferences, it offers promise ...
Theoretical results underpinning the wisdom of the crowd, such as the Condorcet Jury Theorem, point ...
We analyze a committee decision in which individuals with common preferences are uncertain which of ...
This paper proposes a method for estimating a hierarchical model of bounded rationality in games of ...