Nonlinear Probability Weighting Can Reflect Attentional Biases in Sequential Sampling.

Nonlinear probability weighting allows cumulative prospect theory (CPT) to account for key phenomena in decision making under risk (e.g., certainty effect, fourfold pattern of risk attitudes). It describes the impact of risky outcomes on preferences in terms of a rank-dependent nonlinear transformat...

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Publicado en:Psychological Review Vol. 129; no. 5; pp. 949 - 976
Autores principales: Zilker, Veronika, Pachur, Thorsten
Formato: Artículo
Publicado: American Psychological Association Oct2022
Materias:
Acceso en línea:Ver este registro en EBSCOhost
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      dt: Oct2022
      vid: 129
      iid: 5
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      pub: American Psychological Association
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        161777521
        10.1037/rev0000304
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        atl: Nonlinear Probability Weighting Can Reflect Attentional Biases in Sequential Sampling.
      aug:
        au:
          Zilker, Veronika
          Pachur, Thorsten
        affil: Center for Adaptive Rationality, Max Planck Institute for Human Development
      su:
        Prospect theory
        Decision making
        Attentional bias
        Drift diffusion models
        Probability theory
      sug:
        subj:
          Prospect theory
          Decision making
          Attentional bias
          Drift diffusion models
          Probability theory
      keyword:
        attentional Drift Diffusion Model
        Cumulative Prospect Theory
        probability weighting
        risky choice
        theory integration
        attentional Drift Diffusion Model
        Cumulative Prospect Theory
        probability weighting
        risky choice
        theory integration
      ab: Nonlinear probability weighting allows cumulative prospect theory (CPT) to account for key phenomena in decision making under risk (e.g., certainty effect, fourfold pattern of risk attitudes). It describes the impact of risky outcomes on preferences in terms of a rank-dependent nonlinear transformation of their objective probabilities. The attentional Drift Diffusion Model (aDDM) formalizes the finding that attentional biases toward an option can shape preferences within a sequential sampling process. Here we link these two influential frameworks. We used the aDDM to simulate choices between two options while systematically varying the strength of attentional biases to either option. The resulting choices were modeled with CPT. Changes in preference due to attentional biases in the aDDM were reflected in highly systematic signatures in the parameters of CPT's weighting function (curvature, elevation). In a re-analysis of a large set of previously published data, we demonstrate that attentional biases are also empirically linked to patterns in probability weighting as suggested by the simulations. Our analyses also revealed a previously overlooked link between patterns in probability weighting and response times. These findings highlight that distortions in probability weighting can arise from simple option-specific attentional biases in information search, and suggest an alternative to common interpretations of weighting-function parameters in terms of probability sensitivity and optimism. They also point to novel, attention-based explanations for empirical phenomena associated with characteristic shapes of CPT's probability-weighting function (e.g., certainty effect, description-experience gap). The results advance the integration of two prominent computational frameworks for decision making.
      pubtype: Academic Journal
      doctype: Article
      src: R
    language: English
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