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The dual theory of the smooth ambiguity model

机译:光滑歧义模型的对偶理论

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This paper studies the "dual" theory of the smooth ambiguity model introduced by Klibanoff et al. (Econometrica 73:1849-1892, 2005). Unlike the original model, we characterize attitudes toward ambiguity captured by second-order probabilities. First, we give a set of axioms to derive a dual representation of the smooth ambiguity model. Second, we present a characterization of ambiguity aversion. Last, as an application of our dual model to a portfolio problem, we conduct comparative static predictions which give sufficient conditions to guarantee that an increase in smooth ambiguity aversion decreases the optimal portfolio.
机译:本文研究了Klibanoff等人引入的平滑歧义模型的“双重”理论。 (Econometrica 73:1849-1892,2005)。与原始模型不同,我们描述了对二阶概率所捕获的歧义的态度。首先,我们给出一组公理来推导光滑歧义模型的对偶表示。其次,我们提出了歧义厌恶的特征。最后,作为将我们的对偶模型应用于投资组合问题的方法,我们进行了比较静态的预测,这些预测提供了充分的条件以保证平滑歧义厌恶的增加会降低最优投资组合。

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