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Sequential sampling and paradoxes of risky choice
1University of Warwick, Coventry CV4 7AL, UK, s.bhatia@warwick.ac.uk.
Psychonomic Bulletin & Review
|June 6, 2014
Summary
Decision-making research reveals common effects violating expected utility theory. A modified sequential sampling model explains these violations, offering a parsimonious account of risky choice behavior.
Area of Science:
- Cognitive Psychology
- Decision Science
- Behavioral Economics
Background:
- Key findings in decision-making research, including common-ratio, common-consequence, reflection, and event-splitting effects, challenge expected utility theory.
- These effects serve as a benchmark for evaluating descriptive theories of risky choice.
- Current sequential sampling models, like decision field theory, do not predict these robust violations.
Purpose of the Study:
- To demonstrate that a modified sequential sampling model can explain established decision-making effects.
- To provide a parsimonious and cognitively plausible account for violations of expected utility theory.
- To show that these effects emerge under specific model conditions.
Main Methods:
- Extending the decision field theory (a sequential sampling model) by incorporating stochastic error in event sampling.
- Analyzing the model's predictions against known decision-making effects.
- Evaluating parameter values, including those derived from existing choice data.
Main Results:
- The extended decision field theory successfully predicts common-ratio, common-consequence, reflection, and event-splitting effects.
- The inclusion of stochastic error in event sampling provides a parsimonious explanation for these violations.
- These effects are shown to emerge across a wide range of model parameter values.
Conclusions:
- A minor extension to decision field theory, incorporating stochastic error, offers a cognitively plausible explanation for key decision-making phenomena.
- The modified model provides a benchmark for understanding risky choice behavior beyond expected utility theory.
- This approach enhances the predictive power of sequential sampling models in decision science.
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