An Optimal Timing Approach to Option Portfolio Risk Management

Advances in Financial Risk Management: Corporates, Intermediaries and Portfolios, Palgrave Macmillan, 2013 (ISBN:9781137025081)

13 Pages Posted: 6 Oct 2015

See all articles by Tim Leung

Tim Leung

University of Washington - Department of Applied Math

Peng Liu

Johns Hopkins University - Department of Applied Mathematics and Statistics

Date Written: November 08, 2013

Abstract

Investors often control risk exposure by trading options. This article studies the optimal strategy for liquidating an option position. Under both complete and incomplete market settings, we quantify the value of optimally timing to liquidate, and identify the situations where it is optimal to hold the option position through expiration. Numerical illustration of the non-trivial liquidation timing is provided for the cases of a straddle and a butterfly, along with a sensitivity analysis on the drift of the underlying stock. We also give an overview of option liquidation in incomplete markets with stochastic volatility.

Keywords: option, trading strategies, market timing, optimal stopping

JEL Classification: G11, G12, G13

Suggested Citation

Leung, Tim and Liu, Peng, An Optimal Timing Approach to Option Portfolio Risk Management (November 08, 2013). Advances in Financial Risk Management: Corporates, Intermediaries and Portfolios, Palgrave Macmillan, 2013 (ISBN:9781137025081), Available at SSRN: https://ssrn.com/abstract=2667626

Tim Leung (Contact Author)

University of Washington - Department of Applied Math ( email )

Lewis Hall 217
Department of Applied Math
Seattle, WA 98195
United States

HOME PAGE: http://faculty.washington.edu/timleung/

Peng Liu

Johns Hopkins University - Department of Applied Mathematics and Statistics ( email )

3400 N Charles Street
Whitehead 100
Baltimore, MD 21218
United States

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