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Variable time preference.

Lisheng He1, Russell Golman2, Sudeep Bhatia1

  • 1University of Pennsylvania, United States.

Cognitive Psychology
|March 31, 2019
PubMed
Summary
This summary is machine-generated.

This study introduces a variable exponential model for intertemporal choice, explaining decreasing impatience and improving predictions of individual choices over fixed models.

Keywords:
Computational modelingDecision makingIntertemporal choicePreference variabilityStochastic choice

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Area of Science:

  • Behavioral Economics
  • Decision Science
  • Psychology

Background:

  • Traditional exponential discounting models assume fixed time preferences.
  • Hyperbolic discounting is often used to explain decreasing impatience.
  • Existing models struggle to fully capture individual-level choice variability.

Purpose of the Study:

  • To evaluate the explanatory power of a variable exponential model for intertemporal choice.
  • To compare the variable exponential model against fixed exponential and hyperbolic discounting models.
  • To investigate the model's ability to predict choice patterns, including decreasing impatience and stochastic transitivity violations.

Main Methods:

  • Developed analytical results for a variable exponential discounting model.
  • Conducted three experiments to collect individual-level choice data.
  • Quantitatively fitted models to experimental data and compared predictive accuracy.

Main Results:

  • The variable exponential model significantly improves the fit of exponential discounting.
  • The variable exponential model outperforms hyperbolic discounting models in explaining choice probabilities.
  • Evidence supports the variable exponential model's prediction of stochastic transitivity violations in intertemporal dominance choices.

Conclusions:

  • Exponential discounting, when allowing for variable discount factors, can explain complex intertemporal choice behaviors.
  • The variable exponential model offers a more accurate account of individual decision-making than previously assumed.
  • Acknowledging sources of randomness is crucial for robust choice modeling.