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Caps and floors are contracts that allow the holder to be protected if interest rates rise or decrease. The Black model uses a forward price as an underlier in place of a spot price. The assumption is that the forward price at maturity of the option is log-normally distributed.
Closed-form solutions for pricing caps and floors using the Black model support the following tasks:
Task | Function |
|---|---|
Price the interest rate caps using the Black option pricing model. | |
Price the interest rate floors using the Black option pricing model. |
![]() | Computing Prices and Sensitivities Using Interest-Rate Models | Graphical Representation of Trees | ![]() |
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