BKM 16: Managing Bond Portfolios Flashcards
Relationship between interest rate risk and coupon rate
Inverse – prices of low-coupon bonds more sensitive to changes in interest rates
Macaulay’s duration
Weighted average of the times to each payment
Modified duration
D* = D / (1 + y), where y is YTM
Natural measure of bond’s exposure to interest changes
Relationship between change in bond price and duration
Relationship between change in bond prices, duration, and convexity
Duration of a zero-coupon bond
Time to maturity
Duration and coupon rate
Duration is lower when coupon rate is higher
Duration and time to maturity
Duration increases with time to maturity
Duration and YTM
Duration is higher when YTM is lower
Duration of perpetuity
(1 + y) / y
Convexity, graphed
Effective duration
Immunization
Strategies to shield finances from interest rate risk; set duration equal to investment horizon
Two types of interest rate risk
Price risk
Reinvestment rate risk
Rebalancing
Durations will change, need to be rebalanced
Transaction costs
Cannot be done continuously