9. Fixed Income Port Management / Evaluation of Port Performance Flashcards
If the modified duration of a bond portfolio is less than the implied sensitivity (modified duration) of the liabilities it is funding…
- It is subject to reinvestment risk.
- Less cash (coupons and maturity redemptions) is coming into the portfolio than the liabilities it is funding. These need to be reinvested, and are therefore exposed to reinvestment risk
Describe how you could increase the convexity of the portfolio while keeping the modified duration at the same level.
-Increase convexity by spreading out the cash flows (using a bond ladder strategy) and or/seek higher coupon bonds so cash flows will occur both earlier and later than the duration time frame in the portfolio
If Treasury yields and corporate credit spreads are expected to decline, how would you restructure a bond portfolio to take advantage of this view?
- Extend durations to capture more price appreciation as yields decline: this can be done by purchasing longer maturity bonds and bonds with lower coupon rates
- Purchase corporate bonds since if their yield follow Treasury and decline, they will benefit from price appreciation
If Duration > Investment horizon…
…the investor faces Net Price Risk
If Duration
…the investor faces Net Reinvestment Risk
If Duration = Investment horizon
…the investor is Immunized
What is required of a portfolio manager (3)?
- Follow the client’s policy statement
- Earn above-average returns for a given risk class
- Diversify the portfolio to eliminate unsystematic risk
What are four possible explanations of superior performance for a portfolio manager?
- Insightful ASSET ALLOCATION strategy that over-weighted an asset class that earn high returns
- Investing in undervalued sectors (SECTOR ROTATION)
- Selecting individual securities that earned above average returns (SECURITY SELECTION)
- MARKET TIMING
Sharpe ratio
- Based on the CML
- Shows the risk premium earned over the risk free rate per unit of TOTAL RISK
Treynor ratio
- Based on the SML (CAPM)
- Shows the risk premium earned over the risk free rate per unit of SYSTEMATIC RISK
Jensen’s Alpha
- Based on SML
- Shows the contribution (excess return) of portfolio manager beyond return attributable to systematic risk in the portfolio
RAP/M2
- Based on CML
- The resulting value larger than the market return would indicate superior performance
Information ratio
-Measures the average return in excess that of a benchmark portfolio divided by the standard deviation of this excess return