• Home
  • Search
  • Currency Target Zones as Mirrored Options
  • Cite Icon7
  • https://doi.org/10.3905/jod.2019.26.3.053Copy DOI Icon

Currency Target Zones as Mirrored Options

Show More
  • Abstract
  • Literature Map
  • References
  • Citations
  • Similar Papers
Abstract

This article presents a new way of modeling the dynamics of an exchange rate target zone. In the presence of a single upper (lower) target boundary, the exchange rate is precisely represented as the sum of a free float and a short (long) position in a call (put) option with strike price at the boundary. To model a target zone (with two boundaries), a natural approach consists of describing the exchange rate dynamics as the combination of the two, namely the sum of free float together with a long position in a put written on the lower boundary and a short position in a call option written on the upper boundary, respectively. The authors show that this first order approximation leads to significant mispricing (as much as 20%) and must be iterated, leading to an infinite sequence of compounded “mirrored” option prices. They analyze basic properties of such mirrored nested options analytically, describe how to calculate them numerically, and show why it is crucial to take into account higher order corrections in realistic target zones. They argue that this analogy to option prices allows for conceptually simple generalizations that describe different target zone arrangements. They then apply their methodology to the estimation of the fundamental value of the Hong Kong dollar that is hidden by the target zone pegged to the US dollar. They also estimate the implied maturity and explain how this parameter serves as direct proxy for target zone credibility.

Similar Papers
  • Research Article
  • Citations15

Exchange Rate Dynamics in a Target Zone - A Heterogeneous Expectations Approach

  • Jan 01, 2008
  • SSRN Electronic Journal
  • Christian Bauer +2
  • Single Report
  • Citations1

Estimating credibility in Colombia's exchange rate target zone

  • Sep 01, 1998
  • Arturo José Galindo
  • Research Article
  • Citations5

An algorithmic approach to exchange rate stabilization

  • May 23, 2008
  • Economic Modelling
  • George Athanasiou +1
  • Research Article

Multiple Market Intervention for Target Zones

  • Mar 01, 2003
  • The Japanese Economic Review
  • Ichiro Gombi
  • Research Article
  • Citations1

MONETARY CHALLENGES OF EMERGING EUROPEAN ECONOMIES TOWARDS THE EURO ZONE

  • Nov 27, 2020
  • TEME
  • Emilija Beker Pucar
  • Single Book
  • Citations27

International Economic Policy Coordination

  • Jan 01, 2005
  • Carlo Carraro +2
  • Research Article
  • Citations1

Prediction of Changes in the Exchange Rate between the USD and the CNY and Analysis of Influencing Factors

  • Apr 26, 2024
  • Highlights in Science, Engineering and Technology
  • Han Xiao
  • Research Article

Assessment on Valuation of RMB

  • Oct 16, 2010
  • SSRN Electronic Journal
  • Peijie Wang
  • Research Article
  • Citations66

On the mean-reverting properties of target zone exchange rates: Some evidence from the ERM

  • Sep 01, 1998
  • European Economic Review
  • Myrvin Anthony +1
  • Research Article
  • Citations1

Target zones for the US dollar?

  • Jul 01, 1986
  • Intereconomics
  • Wolfgang Filc
  • Research Article
  • Citations5

An analytical approximation of target zone exchange rate functions: the technique of collocation

  • Dec 01, 1997
  • Economics Letters
  • Bernd Kempa +2
  • Single Report
  • Citations45

Target Zones with Limited Reserves

  • Aug 01, 1990
  • National Bureau of Economic Research
  • Paul Krugman +1
  • Book Chapter

References and Further Reading

  • Jan 01, 2004
  • Dileep R Mehta
  • Research Article
  • Citations38

Systematic Managed Floating

  • Mar 08, 2019
  • Open Economies Review
  • Jeffrey Frankel
  • Research Article
  • Citations3

Asian Options Pricing and Parameter Estimation of Uncertain Mean‐Reverting Currency Model With Exponential Ornstein–Uhlenbeck Exchange Rate

  • Jan 01, 2025
  • Journal of Mathematics
  • Lujun Zhou +1
Cactus Communications logo

Copyright 2026 Cactus Communications. All rights reserved.