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Article

Pricing Bounds on Quanto Options

Yukihiro Tsuzuki
The Journal of Derivatives Winter 2015, 23 (2) 53-61; DOI: https://doi.org/10.3905/jod.2015.23.2.053
Yukihiro Tsuzuki
is a PhD student in the Graduate School of Economics at the University of Tokyo in Tokyo, Japan.
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Abstract

This article proposes model-independent pricing bounds on quanto options and the corresponding replicating strategies, which are static strategies with portfolios consisting of plain vanilla options on the foreign asset and on the FX rate. Because they are model-independently derived, one can make profit without risk if quanto options are priced outside the bounds. Additionally, the pricing bounds can be improved if liquid quanto contracts, such as quanto forward contracts, are used for replication. Numerical examples compare our pricing bounds with the Black pricing formula and the same formula with an ad-hoc adjustment. It is found that prices produced by the Black formula with and without ad-hoc adjustments may be outside the model-independent pricing bounds, and that the pricing bounds with quanto forward contracts are substantially improved.

Footnotes

  • The author is grateful to Professor Akihiko Takahashi (Graduate School of Economics, University of Tokyo) for his guidance. All the content expressed in this research is solely the author’s and does not represent the views of any institution. The author is not responsible or liable in any manner for any losses and/or damages caused by the use of any content of this research.

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The Journal of Derivatives: 23 (2)
The Journal of Derivatives
Vol. 23, Issue 2
Winter 2015
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Pricing Bounds on Quanto Options
Yukihiro Tsuzuki
The Journal of Derivatives Nov 2015, 23 (2) 53-61; DOI: 10.3905/jod.2015.23.2.053

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Pricing Bounds on Quanto Options
Yukihiro Tsuzuki
The Journal of Derivatives Nov 2015, 23 (2) 53-61; DOI: 10.3905/jod.2015.23.2.053
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  • Article
    • Abstract
    • QUANTO OPTION PRICING
    • PRICING BOUNDS ON QUANTO OPTIONS
    • NUMERICAL EXAMPLES
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