| Research & Publications | ||
| Back-to-Basics |
|
The following article is reprinted from the September/October, 1999 issue of On the Edge, the Interactive Data Fixed Income Analytics bimonthly newsletter.
Back to Basics: An Introduction to Credit Derivatives
Teri Geske In the previous issue of this "Back-to-Basics" column, we discussed the basics of Value at Risk (or VAR), an approach to risk management that has been adopted by most large banks and is garnering interest among insurance companies, plan sponsors and non-financial corporations. Another fairly new topic in risk management that is gaining popularity in the banking sector is the area of Credit Derivatives, so in this months column we thought we would review the basics of this market what types or credit derivatives are out there, what they are used for, and how they may compare to the traditional types of interest rate derivatives (e.g., interest rate swaps, futures, caps, floors) that may be more familiar to institutions that manage fixed income portfolios. Introduction There are three major types of credit derivatives: Credit (default) Swaps, Total Return Swaps and Credit Options. We briefly describe each one here: Credit (default) Swap In this transaction, one party (the "protection buyer") pays a periodic fee to a counterparty (the "protection seller") in exchange for some payment to be made if a referenced borrower experiences a "credit event," typically a default. For example, Bank X pays Derivatives Dealer Y a quarterly fee of n basis points, multiplied by some notional amount, in exchange for a payment in the event that Corporation Z defaults on its debt obligation(s). The payoff may be based on an observed market price of Corporation Zs bonds after the default, or may be some fixed amount. Note that Corporation Z is unaware of the arrangement between the bank and the derivatives dealer. Credit swaps can be created not only with respect to corporate borrowers, they can also refer to sovereign debt, allowing investors to buy protection against default by foreign governments. Of course, there are many nuances and details regarding the definition of "default" and the pay-off alternatives that are specified in the swap contract. Total Return Swap Unlike an interest rate swap, where the parties exchange only interest rate payments based on a notional principal amount, in a Total Return swap one party pays the other the total return of a particular asset in exchange for a regular payment, typically at a floating rate based on LIBOR plus a spread. The "total return" includes interest payments from, along with any change in value of, the referenced asset over the specified horizon. Settlement can be a cash payment, or the contract may allow for physical delivery of the asset to the Total Return receiver. Note that the maturity of the swap contract need not (and rarely does) correspond to the stated maturity of the asset on which the total return calculation is based. A Total Return Swap could be used by an institution that owns an asset which cannot be sold for practical or business reasons, but that wishes to eliminate exposure to the risk of the issuer. As with a Credit Swap, the issuer of the underlying asset does not participate in and is typically unaware of the existence Total Return Swap. Credit Options These are put or call options on the value of a floating rate note, bond or loan (or on a "package" that consists of a fixed rate bond or loan and a derivative contract, typically an interest rate swap, that exchanges the fixed rate payment from the bond or loan for a floating rate payment). The credit option gives the buyer the right to sell (put) or buy (call) the floating rate asset to/from the counterparty at a pre-specified price (the strike price). If we assume that the price of a risk-free floating rate note is unaffected by changes in interest rates, we can see that the change in value of a risky floating rate asset is a function of credit spreads. Therefore, the price of a credit option is based on the volatility of credit spreads, rather than the volatility of interest rates. We can then see how credit options can be used to take a position on the direction of credit spread movements, even when it is not possible (perhaps due to limited supply) to buy the credit outright. Pricing Credit Derivatives The credit derivatives market is growing and Interactive Data Fixed Income Analytics is interested to know whether your firm has used or is considering using these instruments. We hope this introduction to credit derivatives has been useful and informative. We will be hearing more about this subject from both a theoretical and regulatory standpoint at Interactive Data Fixed Income Analytics upcoming Fixed Income Forum in October. As always, we are eager to hear your suggestions for topics to be covered in this "Back-to-Basics" column please contact marketing at (310) 479-9715 or via email, fia.marketing@interactivedata.com. 1 See, for example, "Rational Modeling of Credit Risk and Credit Derivatives," by Richard K. Skora, Skora & Company Inc., available at www.skora.com.
| ||
|
|
||