2016SpringerPlusOpen access

The valuation of currency options by fractional Brownian motion

Foad Shokrollahi, Adem Kılıçman

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Abstract

This research aims to investigate a model for pricing of currency options in which value governed by the fractional Brownian motion model (FBM). The fractional partial differential equation and some Greeks are also obtained. In addition, some properties of our pricing formula and simulation studies are presented, which demonstrate that the FBM model is easy to use.

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What this paper is about

This research aims to investigate a model for pricing of currency options in which value governed by the fractional Brownian motion model (FBM). The fractional partial differential equation and some Greeks are also obtained. In addition, some properties of our pricing formula and simulation studies are presented, which demonstrate that the FBM model is easy to use.

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Available abstract

This research aims to investigate a model for pricing of currency options in which value governed by the fractional Brownian motion model (FBM). The fractional partial differential equation and some Greeks are also obtained. In addition, some properties of our pricing formula and simulation studies are presented, which demonstrate that the FBM model is easy to use.

Key concepts: Fractional Brownian motion, Greeks, Valuation (finance), Currency, Computer science, Applied mathematics, Brownian motion, Geometric Brownian motion

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