Index Option Returns and Generalized Entropy Bounds

Yan Liu
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引用次数: 3

Abstract

I develop a continuum of new nonparametric bounds. They stem from the solution of an optimization problem that is complementary to the Hansen and Jaganathan (1991) approach and are shown to complete the nonparametric bound universe the literature has so far discovered. Through the lens of these bounds, I estimate rare event distributions using index option returns. Standard disaster models and their perturbations are shown unable to meet the bounds implied by simple static option trading strategies. My results suggest more sophisticated modeling of disaster models in order to reconcile with the index option data.
索引选项返回和广义熵界
我开发了一个新的非参数界的连续体。它们源于一个优化问题的解决方案,该问题与Hansen和Jaganathan(1991)的方法互补,并被证明完成了文献迄今为止发现的非参数界域。通过这些界限,我使用指数期权回报来估计罕见事件分布。标准的灾难模型及其扰动不能满足简单的静态期权交易策略所隐含的边界。我的研究结果表明,为了与指数期权数据相协调,应该对灾难模型进行更复杂的建模。
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