Foreign equity option pricing under stochastic volatility model with double jumps

This paper considers the challenging problem advocated by Huang and Hung (2005), that is to incorporate the stochastic volatility into the foreign equity option pricing. Foreign equity options (quanto options) are contingent claims where the payoff is determined by an equity in one currency but the...

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Published inEconomic modelling Vol. 28; no. 4; pp. 1857 - 1863
Main Authors Xu, Weidong, Wu, Chongfeng, Li, Hongyi
Format Journal Article
LanguageEnglish
Published Amsterdam Elsevier B.V 01.07.2011
Elsevier
Elsevier Science Ltd
SeriesEconomic Modelling
Subjects
Online AccessGet full text
ISSN0264-9993
1873-6122
DOI10.1016/j.econmod.2011.03.016

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Abstract This paper considers the challenging problem advocated by Huang and Hung (2005), that is to incorporate the stochastic volatility into the foreign equity option pricing. Foreign equity options (quanto options) are contingent claims where the payoff is determined by an equity in one currency but the actual payoff is done in another currency. Huang and Hung (2005) priced foreign equity options under the Lévy processes. In Huang and Hung's paper, they considered jumps in the foreign asset prices and exchange rates and assumed the volatility as constant. However, many studies showed that constant volatility and jumps in returns are incapable of fully capturing the empirical features of equity returns or option prices. In this paper, the stochastic volatility with simultaneous jumps in prices and volatility is proposed to model foreign asset prices and exchange rates. The foreign equity option pricing formula is given by using the Fourier inverse transformation. The numerical results show that the use of stochastic volatility with simultaneous jumps in prices and volatility proposed to model foreign asset prices and exchange rates is necessary and this approach can help us to capture more accurately the foreign equity option prices. ► This paper considers the challenging problem advocated by Huang and Hung (2005). ► We incorporate the stochastic volatility into the foreign equity option pricing. ► The foreign equity option pricing formula is given by using the Fourier inverse transformation. ► The numerical results show that our model can help us to capture more accurately the foreign equity option prices.
AbstractList This paper considers the challenging problem advocated by Huang and Hung (2005), that is to incorporate the stochastic volatility into the foreign equity option pricing. Foreign equity options (quanto options) are contingent claims where the payoff is determined by an equity in one currency but the actual payoff is done in another currency. Huang and Hung (2005) priced foreign equity options under the Levy processes. In Huang and Hung's paper, they considered jumps in the foreign asset prices and exchange rates and assumed the volatility as constant. However, many studies showed that constant volatility and jumps in returns are incapable of fully capturing the empirical features of equity returns or option prices. In this paper, the stochastic volatility with simultaneous jumps in prices and volatility is proposed to model foreign asset prices and exchange rates. The foreign equity option pricing formula is given by using the Fourier inverse transformation. The numerical results show that the use of stochastic volatility with simultaneous jumps in prices and volatility proposed to model foreign asset prices and exchange rates is necessary and this approach can help us to capture more accurately the foreign equity option prices. [PUBLICATION ABSTRACT]
This paper considers the challenging problem advocated by Huang and Hung (2005), that is to incorporate the stochastic volatility into the foreign equity option pricing. Foreign equity options (quanto options) are contingent claims where the payoff is determined by an equity in one currency but the actual payoff is done in another currency. Huang and Hung (2005) priced foreign equity options under the Lévy processes. In Huang and Hung's paper, they considered jumps in the foreign asset prices and exchange rates and assumed the volatility as constant. However, many studies showed that constant volatility and jumps in returns are incapable of fully capturing the empirical features of equity returns or option prices. In this paper, the stochastic volatility with simultaneous jumps in prices and volatility is proposed to model foreign asset prices and exchange rates. The foreign equity option pricing formula is given by using the Fourier inverse transformation. The numerical results show that the use of stochastic volatility with simultaneous jumps in prices and volatility proposed to model foreign asset prices and exchange rates is necessary and this approach can help us to capture more accurately the foreign equity option prices.
This paper considers the challenging problem advocated by Huang and Hung (2005), that is to incorporate the stochastic volatility into the foreign equity option pricing. Foreign equity options (quanto options) are contingent claims where the payoff is determined by an equity in one currency but the actual payoff is done in another currency. Huang and Hung (2005) priced foreign equity options under the Levy processes. In Huang and Hung's paper, they considered jumps in the foreign asset prices and exchange rates and assumed the volatility as constant. However, many studies showed that constant volatility and jumps in returns are incapable of fully capturing the empirical features of equity returns or option prices. In this paper, the stochastic volatility with simultaneous jumps in prices and volatility is proposed to model foreign asset prices and exchange rates. The foreign equity option pricing formula is given by using the Fourier inverse transformation. The numerical results show that the use of stochastic volatility with simultaneous jumps in prices and volatility proposed to model foreign asset prices and exchange rates is necessary and this approach can help us to capture more accurately the foreign equity option prices. All rights reserved, Elsevier
This paper considers the challenging problem advocated by Huang and Hung (2005), that is to incorporate the stochastic volatility into the foreign equity option pricing. Foreign equity options (quanto options) are contingent claims where the payoff is determined by an equity in one currency but the actual payoff is done in another currency. Huang and Hung (2005) priced foreign equity options under the Lévy processes. In Huang and Hung's paper, they considered jumps in the foreign asset prices and exchange rates and assumed the volatility as constant. However, many studies showed that constant volatility and jumps in returns are incapable of fully capturing the empirical features of equity returns or option prices. In this paper, the stochastic volatility with simultaneous jumps in prices and volatility is proposed to model foreign asset prices and exchange rates. The foreign equity option pricing formula is given by using the Fourier inverse transformation. The numerical results show that the use of stochastic volatility with simultaneous jumps in prices and volatility proposed to model foreign asset prices and exchange rates is necessary and this approach can help us to capture more accurately the foreign equity option prices. ► This paper considers the challenging problem advocated by Huang and Hung (2005). ► We incorporate the stochastic volatility into the foreign equity option pricing. ► The foreign equity option pricing formula is given by using the Fourier inverse transformation. ► The numerical results show that our model can help us to capture more accurately the foreign equity option prices.
Author Wu, Chongfeng
Li, Hongyi
Xu, Weidong
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  givenname: Hongyi
  surname: Li
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  email: hongyi@baf.msmail.cuhk.edu.hk
  organization: Business Administration Faculty, The Chinese University of Hong Kong, Shatin, N.T., Hong Kong
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Keywords Foreign equity option
Fourier transformation
Affine jump-diffusion process
Exchange rate
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Snippet This paper considers the challenging problem advocated by Huang and Hung (2005), that is to incorporate the stochastic volatility into the foreign equity...
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SubjectTerms Affine jump-diffusion process
Assets
Currency
Devisenoption
Economic models
Empirical research
Equity
Exchange rate
Exchange rates
Foreign equity option
Foreign equity option Affine jump-diffusion process Fourier transformation Exchange rate
Foreign exchange rates
Fourier transformation
International finance
Optionspreistheorie
Prices
Rates of return
Securities prices
Studies
Transformation
Volatility
Title Foreign equity option pricing under stochastic volatility model with double jumps
URI https://dx.doi.org/10.1016/j.econmod.2011.03.016
http://www.econis.eu/PPNSET?PPN=667820566
http://econpapers.repec.org/article/eeeecmode/v_3a28_3ay_3a2011_3ai_3a4_3ap_3a1857-1863.htm
https://www.proquest.com/docview/873262360
https://www.proquest.com/docview/874188207
Volume 28
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