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Inflation derivative

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This article includes a list ofgeneral references, butit lacks sufficient correspondinginline citations. Please help toimprove this article byintroducing more precise citations.(March 2009) (Learn how and when to remove this message)

Infinance,inflation derivative (or inflation-indexed derivatives) refers to anover-the-counter and exchange-tradedderivative that is used to transferinflation risk from one counterparty to another. SeeExotic derivative.

Derivative

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Typically,real rate swaps also come under this bracket, such asasset swaps ofinflation-indexed bonds (government-issued inflation-indexed bonds, such as theTreasury Inflation Protected Securities, UK inflation-linkedgilt-edged securities (ILGs), French OATeis, Italian BTPeis, German Bundeis and JapaneseJGBis are prominent examples).Inflation swaps are the linear form of these derivatives. They can take a similar form to fixed versus floatinginterest rate swaps (which are the derivative form for fixed rate bonds), but use areal rate coupon versusfloating, but also pay aredemption pickup atmaturity (i.e., the derivative form ofinflation-indexed bonds).

Inflation swaps are typically priced on azero-coupon basis (ZC) (likeZCIIS for example), with payment exchanged at the end of the term. One party pays thecompounded fixed rate and the other the actualinflation rate for the term. Inflation swaps can also be paid on ayear-on-year basis (YOY) (likeYYIIS for example) where the year-on-year rate of change of the price index is paid, typically yearly as in the case of most European YOY swaps, but also monthly for many swapped notes in the US market. Even though thecoupons are paid monthly, theinflation rate used is still the year-on-year rate.

Options on inflation includinginterest rate cap and floors andstraddles can also betraded. These are typically priced against YOY swaps, whilst theswaption is priced on theZC curve.

Asset swaps also exist where thecoupon payment of the linker (inflation bond) as well as theredemption pickup atmaturity is exchanged forinterest rate payments expressed as apremium ordiscount toLIBOR for the relevantbond coupon period, all dates areco-terminus. Theredemption pickup is the abovepar redemption value in the case of par/parasset swaps, or the redemption above the proceedsnotional in the case of the proceedsasset swap. The proceedsnotional equals thedirty nominal price of the bond at the time of purchase and is used as thefixed notional on theLIBOR leg.

Real rate swaps are thenominal interest swap rate less the corresponding inflation swap. As for modelling, the trend has been either to provide:

  • a model describing at the same time, nominal rates, real rates and inflation and representing the inflation as the exchange rate between nominal and real rates. The first type of model along these lines has been the one of Jarrow and Yildirim.
  • a market model that represents the inflation like a real asset and uses similar ideas as the one of BGM to represent the inflation returns. The first type of model along these lines has been the one of Belgrade, Benhamou, Koehler[1] that is commercially available in Pricing Partners modelling suite.[2] Another more advanced version has been the one ofFabio Mercurio and Nicola Moreni.[3]

References

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Citation

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  1. ^https://ssrn.com/abstract=576081, A Market Model for Inflation by Nabyl Belgrade, Eric Benhamou, Etienne Koehler, January 2004
  2. ^"Pricing Partners Extends Significantly its Inflation Module with the Market Standard "BBK" Model".Derivsource. Archived fromthe original on 2016-04-01. Retrieved2024-12-24.
  3. ^http://www.fabiomercurio.it/stochinf.pdf, Pricing Inflation Indexed options with stochastic volatility, Fabio Mercurio, Nicola Moreni, August 2005

Further reading

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  • Brice Benaben; "Inflation-Linked Products: A Guide for Asset and Liability Managers" Risk Books, 2005.ISBN 1-904339-60-3.
  • Deacon, Mark, Andrew Derry, and Dariush Mirfendereski;Inflation-Indexed Securities: Bonds, Swaps, and Other Derivatives (2nd edition, 2004) Wiley Finance.ISBN 0-470-86812-0.
  • Brigo, Damiano and Fabio Mercurio; "Interest Rate Models -- Theory and Practice, with Smile, Inflation, and Credit" (2nd edition, 2006) Springer Finance.ISBN 3-540-22149-2.
  • Canty, Paul and Markus Heider; "Inflation Markets: A Comprehensive and Cohesive Guide" (2012) Risk Books.ISBN 9781906348755.

External links

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