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The Type Indeterminacy model is a theoretical framework that uses some elements of quantum formalism to model the constructive preference perspective suggested by Kahneman and Tversky. In a dynamic decision context, type indeterminacy induces a game with multiple selves associated with a state transition process. We define a Markov perfect equilibrium among the selves with individual identity (preferences) as the state variable. The approach allows to characterize generic personality types and derive some comparative static results.
Lambert-Mogiliansky, A.; Busemeyer, J.
Quantum Type Indeterminacy in Dynamic Decision-Making: Self-Control through Identity Management. Games2012, 3, 97-118.
https://doi.org/10.3390/g3020097
AMA Style
Lambert-Mogiliansky A, Busemeyer J.
Quantum Type Indeterminacy in Dynamic Decision-Making: Self-Control through Identity Management. Games. 2012; 3(2):97-118.
https://doi.org/10.3390/g3020097
Chicago/Turabian Style
Lambert-Mogiliansky, Ariane, and Jerome Busemeyer.
2012. "Quantum Type Indeterminacy in Dynamic Decision-Making: Self-Control through Identity Management" Games 3, no. 2: 97-118.
https://doi.org/10.3390/g3020097
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Lambert-Mogiliansky, A.; Busemeyer, J.
Quantum Type Indeterminacy in Dynamic Decision-Making: Self-Control through Identity Management. Games2012, 3, 97-118.
https://doi.org/10.3390/g3020097
AMA Style
Lambert-Mogiliansky A, Busemeyer J.
Quantum Type Indeterminacy in Dynamic Decision-Making: Self-Control through Identity Management. Games. 2012; 3(2):97-118.
https://doi.org/10.3390/g3020097
Chicago/Turabian Style
Lambert-Mogiliansky, Ariane, and Jerome Busemeyer.
2012. "Quantum Type Indeterminacy in Dynamic Decision-Making: Self-Control through Identity Management" Games 3, no. 2: 97-118.
https://doi.org/10.3390/g3020097
