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Accounting for cognitive effort in random regret-only models: Effect of attribute variation and choice set size

机译:考虑随机后悔模型中的认知努力:属性变化和选择集大小的影响

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Behaviorally, regret-based choice models implicitly assume that individuals anticipate the amount of attribute-level regret by comparing the attribute levels of a considered choice alternative against the attribute levels of the best or all other choice alternatives. Arguing that the amount of effort depends on attribute variation and number of paired comparisons, we suggest a way of incorporating the effects of these factors into two regret-based choice models. The cognitive effort involved in anticipating the amount of regret in paired comparisons of choice alternatives is incorporated into the scale of the regret function of each alternative. Because more cognitive effort causes higher randomness in the assessment of the amount of regret (i.e. higher variance of error terms), the cognitive effort is expressed as a flexible heteroscedastic scale factor, which is a decreasing function of attribute variation and number of paired comparisons. The models are applied to two different data sets, and compared with a heteroscedastic multinomial logit model. Estimation results of the suggested flexible heteroscedastic random regret models show a significant improvement in predictive performance over their homoscedastic formulations. A similar but smaller improvement is obtained for multinomial logit models. These results imply that the conventional assumption of identically distributed error terms underlying random regret models may not sufficiently reflect the process of anticipating the amount of regret.
机译:从行为上讲,基于后悔的选择模型隐含地假设个体通过将考虑的选择备选方案的属性级别与最佳或所有其他选择备选方案的属性级别进行比较来预期属性级别的后悔程度。关于工作量取决于属性变化和配对比较的数量,我们建议了一种将这些因素的影响纳入两个基于遗憾的选择模型的方法。在选择替代方案的成对比较中,预期后悔量的认知努力被纳入每个替代方案的后悔功能量表中。由于更多的认知努力会导致对后悔的评估更高的随机性(即错误术语的差异更大),因此认知努力被表示为灵活的异方差比例因子,这是属性变化和配对比较次数的递减函数。该模型应用于两个不同的数据集,并与异方差多项式logit模型进行了比较。建议的灵活的异方差随机后悔模型的估计结果表明,与同方差公式相比,预测性能有了显着提高。对于多项式logit模型,获得了类似但较小的改进。这些结果表明,基于随机后悔模型的相同分布误差项的常规假设可能不足以反映预期后悔量的过程。

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