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Feedback Influences Discriminability and Attractiveness Components of Probability Weighting in Descriptive Choice Under Risk

机译:反馈影响风险下描述选择性概率加权的可怜和吸引力分量

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Our understanding of the decisions made under scenarios where both descriptive and experience-based information are available is very limited. Underweighting of small probabilities was observed in the gain domain when both description and experience were provided. The divergence observed from the prospect theory suggests a need for a separate or modified theory of decision making under risk. Recent studies suggest a possible role of probability weighting in the choice behavior under risk. We investigated both gain and loss domains with and without feedback for small and large probability conditions. We characterized the shape of the probability weighting function by a two-parameter functional form representing discriminability (concave-convex shape) and attractiveness (level of absolute weights relative to objective probability). We replicated a fourfold pattern of risk attitude on non-WEIRD population. We find that feedback leads to underweighting of small probabilities and overweighting of large probabilities in the gain domain and overall underweighting of probabilities in the loss domain. We find that underweighting of small probabilities is driven by changes in discriminability and attractiveness components in the gain domain and changes in the attractiveness component in the loss domain. We have interpreted the results by proposing an updated belief-based account of decisions under uncertainty in which feedback, when available, influences the probability weighting mediating the choice behavior.
机译:我们对可用的情景作出的决定,可以非常有限。在提供描述和经验时,在增益域中观察到小概率的低重量。从前景理论中观察到的分歧表明需要在风险下进行单独或修改的决策理论。最近的研究表明概率加权在风险下选择行为的可能作用。我们调查了具有和没有反馈的增益和损失域,并且对小而大的概率条件进行了反馈。我们通过代表差异(凹凸形状)和吸引力(相对于客观概率的绝对重量水平)的双参数功能形式表征概率加权功能的形状。我们对非奇怪人口复制了一个四倍的风险态度。我们发现反馈导致对增益领域的小概率和超重概率的重量和超重损失域中的概率超值。我们发现,由于增益领域中的可辨认性和吸引力分量的变化以及损失域中的吸引力分量的变化,因此减轻了小概率的减弱。我们通过提出更新的基于信念的决策,在不确定性下提出了更新的信仰账户,这些结果是在可用的情况下反馈,影响调解选择行为的概率加权。

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