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Index Option Returns and Generalized Entropy Bounds

64 Pages Posted: 21 Sep 2012 Last revised: 30 Sep 2015

Yan Liu

Texas A&M University, Department of Finance

Date Written: January 7, 2015

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.

Keywords: High-order moments, Pricing kernel, Rare disasters, Index options, Nonparametric bounds, Model diagnosis, Pseudo problem

JEL Classification: C10, C14, E21, G11, G12

Suggested Citation

Liu, Yan, Index Option Returns and Generalized Entropy Bounds (January 7, 2015). Available at SSRN: https://ssrn.com/abstract=2149265 or http://dx.doi.org/10.2139/ssrn.2149265

Yan Liu (Contact Author)

Texas A&M University, Department of Finance ( email )

Wehner 401Q, MS 4353
College Station, TX 77843-4218
United States

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