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Motivated perception of probabilistic information.

Heather C Lench1, Rachel Smallman1, Kathleen E Darbor1

  • 1Department of Psychology, Texas A&M University, United States.

Cognition
|August 25, 2014
PubMed
Summary

When motivated, people perceive probabilities as more variable, increasing desirability bias. This bias affects judgments about outcomes, especially personal ones, despite objective probabilities.

Keywords:
Automatic optimismDesirability biasRisk judgmentsSocial judgmentsUnrealistic optimism

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Area of Science:

  • Cognitive Psychology
  • Decision Science
  • Behavioral Economics

Background:

  • Desirability bias describes the tendency to overestimate the likelihood of positive outcomes.
  • Probabilistic information is usually seen as an objective anchor for judgments.
  • Motivation can alter the perception of probabilistic information, potentially enhancing desirability bias.

Purpose of the Study:

  • To investigate how motivation influences the perception and use of probabilistic information.
  • To explore the mechanisms through which motivation contributes to desirability bias.
  • To examine the role of perceived probability variance in judgment bias.

Main Methods:

  • Studies involved a game of chance where participants judged outcome likelihoods.
  • Probabilistic information was presented with varying ranges and subjective uncertainty.
  • Judgments were compared between self-relevant and other-relevant outcomes, and motivated vs. unmotivated conditions.

Main Results:

  • Desirability bias was observed for self-relevant outcomes but not for unaffiliated others, even with equal probabilities.
  • Motivation led to the perception of greater subjective and objective variance in probabilities.
  • Increased perceived probability variance correlated with greater desirability bias.

Conclusions:

  • Motivation increases perceived variance in probabilistic information.
  • This heightened perceived variance contributes to desirability bias in judgment.
  • Understanding this mechanism is crucial for interpreting decisions under uncertainty.