Jump to content
 







Main menu
   


Navigation  



Main page
Contents
Current events
Random article
About Wikipedia
Contact us
Donate
 




Contribute  



Help
Learn to edit
Community portal
Recent changes
Upload file
 








Search  

































Create account

Log in
 









Create account
 Log in
 




Pages for logged out editors learn more  



Contributions
Talk
 



















Contents

   



(Top)
 


1 Types  



1.1  Linear and non-linear  





1.2  Vanilla and exotic  







2 Trivia  





3 See also  





4 References  





5 Further reading  





6 External links  














Interest rate derivative






Deutsch
Français

 

Edit links
 









Article
Talk
 

















Read
Edit
View history
 








Tools
   


Actions  



Read
Edit
View history
 




General  



What links here
Related changes
Upload file
Special pages
Permanent link
Page information
Cite this page
Get shortened URL
Download QR code
Wikidata item
 




Print/export  



Download as PDF
Printable version
 
















Appearance
   

 






From Wikipedia, the free encyclopedia
 

(Redirected from Interest rate derivatives)

Infinance, an interest rate derivative (IRD) is a derivative whose payments are determined through calculation techniques where the underlying benchmark product is an interest rate, or set of different interest rates. There are a multitude of different interest rate indices that can be used in this definition.

IRDs are popular with all financial market participants given the need for almost any area of finance to either hedgeorspeculate on the movement of interest rates.

Modeling of interest rate derivatives is usually done on a time-dependent multi-dimensional lattice ("tree") or using specialized simulation models. Both are calibrated to the underlying risk drivers, usually domestic or foreign short rates and foreign exchange market rates, and incorporate delivery- and day count conventions. The Heath–Jarrow–Morton framework is often used instead of short rates.

Types

[edit]

The most basic subclassification of interest rate derivatives (IRDs) is to define linear and non-linear. Further classification of the above is then made to define vanilla (or standard) IRDs and exotic IRDs; see exotic derivative.

Linear and non-linear

[edit]

Linear IRDs are those whose net present values (PVs) are overwhelmingly (although not necessarily entirely) dictated by and undergo changes approximately proportional to the one-to-one movement of the underlying interest rate index. Examples of linear IRDs are; interest rate swaps (IRSs), forward rate agreements (FRAs), zero coupon swaps (ZCSs), cross-currency basis swaps (XCSs) and single currency basis swaps (SBSs).

Non-linear IRDs form the set of remaining products. Those whose PVs are commonly dictated by more than the one-to-one movement of the underlying interest rate index. Examples of non-linear IRDs are; swaptions, interest rate caps and floors and constant maturity swaps (CMSs). These products' PVs are reliant upon volatility so their pricing is often more complex as is the nature of their risk management.

Vanilla and exotic

[edit]

The categorisation of linear and non-linear and vanilla and exotic is not universally acknowledged and a number of products might exist that can be arguably assigned to different categories. These terms may also overlap. "Vanilla", in "vanilla IRSs" and "vanilla swaptions", is often taken to mean the basic, most liquid and commonly traded variants of those products.

Exotic is usually used to define a feature that is an extension to an IRD type. For example, an in-arrears IRS is a genuine example of an exotic IRS, whereas an IRS whose structure was the same as vanilla but whose start and end dates might be unconventional, would not generally be classed as exotic. Typically this would be referred to as a bespoke IRS (or customised IRS). Bermudan swaptions are examples of swaption extensions that qualify as exotic variants.

Other products that are generally classed as exotics are power reverse dual currency note (PRDC or Turbo), target redemption note (TARN), CMS steepener [1], Snowball (finance),[1][2] Inverse floater, StripsofCollateralized mortgage obligation, Ratchet caps and floors, and Cross currency swaptions.

Trivia

[edit]

The interest rate derivatives market is the largest derivatives market in the world. The Bank for International Settlements estimates that the notional amount outstanding in June 2012[3] were US$494 trillion for OTC interest rate contracts, and US$342 trillion for OTC interest rate swaps. According to the International Swaps and Derivatives Association, 80% of the world's top 500 companies as of April 2003 used interest rate derivatives to control their cashflows. This compares with 75% for foreign exchange options, 25% for commodity options and 10% for stock options.

See also

[edit]

References

[edit]
  1. ^ "Snowballs". FINCAD. Retrieved 24 July 2015.
  • ^ Levine, Matt (2 May 2014). "Portuguese Train Company Was Run Over by a Snowball". Bloomberg. Retrieved 24 July 2015.
  • ^ Bank for International Settlements "Semiannual OTC derivatives statistics" at end-June 2012. Retrieved 5 July 2013.
  • Further reading

    [edit]
    [edit]
    Retrieved from "https://en.wikipedia.org/w/index.php?title=Interest_rate_derivative&oldid=1215176734"

    Category: 
    Derivatives (finance)
    Hidden categories: 
    Articles with short description
    Short description is different from Wikidata
    Use dmy dates from March 2024
     



    This page was last edited on 23 March 2024, at 16:07 (UTC).

    Text is available under the Creative Commons Attribution-ShareAlike License 4.0; additional terms may apply. By using this site, you agree to the Terms of Use and Privacy Policy. Wikipedia® is a registered trademark of the Wikimedia Foundation, Inc., a non-profit organization.



    Privacy policy

    About Wikipedia

    Disclaimers

    Contact Wikipedia

    Code of Conduct

    Developers

    Statistics

    Cookie statement

    Mobile view



    Wikimedia Foundation
    Powered by MediaWiki