Pricing formula for exchange option in fractional black-scholes model with jumps

In this paper pricing formula for exchange option in a fractional Black-Scholes model with jumps is derived. We found out some errors in proof of pricing formula for European call option [7]. At first we revise these errors and then extend this result to pricing formula for exchange option in fracti...

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Main Authors: Kyong-Hui Kim, Myong-Guk Sin, Un-Hua Chong
Format: Article
Language:English
Published: University of Mohaghegh Ardabili 2014-12-01
Series:Journal of Hyperstructures
Subjects:
Online Access:https://jhs.uma.ac.ir/article_2588_8c885e9d7e317cb3b14f3bab69f03369.pdf
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author Kyong-Hui Kim
Myong-Guk Sin
Un-Hua Chong
author_facet Kyong-Hui Kim
Myong-Guk Sin
Un-Hua Chong
author_sort Kyong-Hui Kim
collection DOAJ
description In this paper pricing formula for exchange option in a fractional Black-Scholes model with jumps is derived. We found out some errors in proof of pricing formula for European call option [7]. At first we revise these errors and then extend this result to pricing formula for exchange option in fractional Black-Scholes model with jumps.
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id doaj-art-a8beb9969c944949b28af72eb33d4e8f
institution Matheson Library
issn 2251-8436
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language English
publishDate 2014-12-01
publisher University of Mohaghegh Ardabili
record_format Article
series Journal of Hyperstructures
spelling doaj-art-a8beb9969c944949b28af72eb33d4e8f2025-07-09T08:23:48ZengUniversity of Mohaghegh ArdabiliJournal of Hyperstructures2251-84362322-16662014-12-013215516410.22098/jhs.2014.25882588Pricing formula for exchange option in fractional black-scholes model with jumpsKyong-Hui Kim0Myong-Guk Sin1Un-Hua Chong2Faculty of Mathematics, University of Kim Il Sung University, Pyongyang, D.P.R. KoreaFaculty of Mathematics, University of Kim Il Sung University, Pyongyang, D.P.R. KoreaFaculty of Mathematics, University of Kim Il Sung University, Pyongyang, D.P.R. KoreaIn this paper pricing formula for exchange option in a fractional Black-Scholes model with jumps is derived. We found out some errors in proof of pricing formula for European call option [7]. At first we revise these errors and then extend this result to pricing formula for exchange option in fractional Black-Scholes model with jumps.https://jhs.uma.ac.ir/article_2588_8c885e9d7e317cb3b14f3bab69f03369.pdfpricing formulaexchange optionfractional black-scholes modeljump noise
spellingShingle Kyong-Hui Kim
Myong-Guk Sin
Un-Hua Chong
Pricing formula for exchange option in fractional black-scholes model with jumps
Journal of Hyperstructures
pricing formula
exchange option
fractional black-scholes model
jump noise
title Pricing formula for exchange option in fractional black-scholes model with jumps
title_full Pricing formula for exchange option in fractional black-scholes model with jumps
title_fullStr Pricing formula for exchange option in fractional black-scholes model with jumps
title_full_unstemmed Pricing formula for exchange option in fractional black-scholes model with jumps
title_short Pricing formula for exchange option in fractional black-scholes model with jumps
title_sort pricing formula for exchange option in fractional black scholes model with jumps
topic pricing formula
exchange option
fractional black-scholes model
jump noise
url https://jhs.uma.ac.ir/article_2588_8c885e9d7e317cb3b14f3bab69f03369.pdf
work_keys_str_mv AT kyonghuikim pricingformulaforexchangeoptioninfractionalblackscholesmodelwithjumps
AT myongguksin pricingformulaforexchangeoptioninfractionalblackscholesmodelwithjumps
AT unhuachong pricingformulaforexchangeoptioninfractionalblackscholesmodelwithjumps