A stag-hunt game (with the risky and safe actions) has two pure Nash equilibria that are Pareto-rankable. The risky action leads either to the Pareto-superior equilibrium (high payoff) or to out of equilibrium (low payoff) depending on the opponent’s action. Both players may want to obtain high payoff but uncertainty about the opponent’s action may prevent them to take such strategic risk. This paper investigates how information about the risk attitude of an opponent affects a player’s action choice in the stag-hunt game. I find that although a subject’s propensity to choose the risky action depends on her opponent’s risk attitude, it does not depend on her own risk attitude
Game theorists typically assume that changing a game’s payoff levels—by adding the same constant to,...
The Stag Hunt is a story that became a game. The game is a prototype of social contract. The Stag Hu...
Abstract: We experimentally test whether risk aversion or ambiguity aversion can explain decisions i...
A stag-hunt game (with the risky and safe actions) has two pure Nash equilibria that are Pareto-rank...
We theoretically investigate the effect of allowing one-sided communication with costless indirect m...
The aim of this pilot study is to investigate relationships between various risk-attitude measures a...
We theoretically investigate the effect of allowing one-sided communication with costless indirect ...
Risk dominance and Payoff dominance are considered to be the most important selection criteria in St...
We investigate experimentally the conjecture by Cachon and Camerer (1996) that loss avoidance solves...
We investigate experimentally the conjecture by Cachon and Camerer (1996) that loss avoidance solves...
This paper studies the comparative statics regarding changes in risk on Nash's solution to bargainin...
Arad and Rubinstein (2012, AER) proposed the 11–20 money request game as an alternative to the...
Humans are social beings, and most of our decisions are influenced by considerations of how others w...
Decision making is an important process which people make in every situation. In making a decision, ...
Researchers are increasingly exploring the role of emotions in interactive decision‐making. Recent ...
Game theorists typically assume that changing a game’s payoff levels—by adding the same constant to,...
The Stag Hunt is a story that became a game. The game is a prototype of social contract. The Stag Hu...
Abstract: We experimentally test whether risk aversion or ambiguity aversion can explain decisions i...
A stag-hunt game (with the risky and safe actions) has two pure Nash equilibria that are Pareto-rank...
We theoretically investigate the effect of allowing one-sided communication with costless indirect m...
The aim of this pilot study is to investigate relationships between various risk-attitude measures a...
We theoretically investigate the effect of allowing one-sided communication with costless indirect ...
Risk dominance and Payoff dominance are considered to be the most important selection criteria in St...
We investigate experimentally the conjecture by Cachon and Camerer (1996) that loss avoidance solves...
We investigate experimentally the conjecture by Cachon and Camerer (1996) that loss avoidance solves...
This paper studies the comparative statics regarding changes in risk on Nash's solution to bargainin...
Arad and Rubinstein (2012, AER) proposed the 11–20 money request game as an alternative to the...
Humans are social beings, and most of our decisions are influenced by considerations of how others w...
Decision making is an important process which people make in every situation. In making a decision, ...
Researchers are increasingly exploring the role of emotions in interactive decision‐making. Recent ...
Game theorists typically assume that changing a game’s payoff levels—by adding the same constant to,...
The Stag Hunt is a story that became a game. The game is a prototype of social contract. The Stag Hu...
Abstract: We experimentally test whether risk aversion or ambiguity aversion can explain decisions i...