solution manual for 《investment analysis and portfolio management》 ch20

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1、CHAPTER 20BOND PORTFOLIO MANAGEMENT STRATEGIESAnswers to Questions1. An indexing portfolio strategy is one in which the investor selects a bond portfolio that matches the performance of some bond-market index. The basic justification for this strategy is that many empirical studies have shown that p

2、ortfolio managers on average cant match the risk-return performance in the bond market using active portfolio management.2. A pure yield pickup swap is selling a bond and buying another one with a higher coupon. Normally, both current yield and yield-to-maturity are enhanced. A substitution swap is

3、the swapping of one bond for another between which a yield spread imbalance exists. The investor expects the imbalance to disappear through the mechanism of having the yield on the purchased bond drop (through a price increase) to the level of the swapped bond, leading to attractive capital gains. A

4、 tax swap is simply a bond swap that enables an investor to realize capital losses on one bond to offset capital gains that she has realized on some other investment.3. These active management strategies include interest rate anticipation, credit analysis, and spread analysis. Interest rate anticipa

5、tion is the riskiest strategy because it relies on forecasting uncertain future interest rate behavior. The strategy involves altering the maturity (duration) structure of the portfolio to preserve capital when an increase in interest rates is anticipated and achieve capital gains when they are expe

6、cted to decline. A credit analysis strategy involves attempting to project changes in quality ratings assigned to bonds. It is necessary to analyze internal changes in the firm and external changes in the environment to project rating changes prior to the actual announcement by rating agencies. Spre

7、ad analysis involves monitoring the yield relationships between various bond sectors to take advantage of abnormal relationships by executing various sector swaps. Liquidity is a key factor in this strategy, as abnormal relationships are only believed to be temporary.4. Two important variables when

8、analyzing junk bonds include: 1) the use of cash flows in relation to debt obligations, and 2) a detailed analysis of potential asset sales. The cash flow analysis is important in determining the firms ability to make interest payments, as well as maintain cash for research and growth in periods of

9、economic decline. Cash flow can also affect the firms borrowing capacity to provide flexibility and needed working capital. In many cases, asset sales are a critical part of the strategy for a leveraged buyout. In order to analyze the market value of these assets it is necessary to determine whether

10、 there are any prior liens against the assets, as well as the true liquidation value and a reasonable time period for the sale.5. High-yield bonds have been described as having characteristics of common stocks, such as higher yields and more risks. The higher yield on high-yield bonds (just like com

11、mon stocks) compensate the investor for assuming various risks such as risk of default, price volatility, liquidity, or uncertainty regarding maturity. Since the characteristics of high-yield bonds are similar to those of common stocks, it is not surprising that high-yield bond returns are more corr

12、elated to common stocks returns than to investment-grade bond returns.6. The advantage of the cash-matched portfolio is that it is a relatively conservative strategy in which cash flows generated from the portfolio are designed to exactly match liability schedules in both timing and amount. Such a p

13、ortfolio is often difficult to construct as a result of certain call features often associated with the higher-yielding deep discount bonds. On the other hand, if the portfolio manager limits himself to only Treasury bonds, he will likely forego significant added returns that could be achieved with

14、other investments, thus adding to the net cost of funding the liability stream.7. Interest rate risk comprises two risks - a price risk and a coupon reinvestment risk. Price risk represents the change that interest rates will differ from the rates the manager expects to prevail between purchase and

15、target date. Such a change causes the market price for the bond (i.e., the realized price) to differ from the expected price. Obviously, if interest rates increase, the realized price for the bond in the secondary market will be below expectations, while if interest rates decline, the realized price

16、 will exceed expectations.Reinvestment risk arises because interest rates at which coupon payments can be reinvested are unknown. If interest rates change after the bond is purchased, coupon payments will be reinvested at rates different than that prevailing at the time of the purchase. As an exampl

17、e, if interest rates decline, coupon payments will be reinvested at lower rates than at the time of purchase and their contribution to the ending wealth position of the investor will be below expectations. Alternatively, if interest rates increase, there will be a positive impact as coupon payments

18、will be reinvested at rates above expectations.8. A portfolio of investments in bonds is immunized for a holding period if the value of the portfolio at the end of the holding period, regardless of the course of interest rates during the holding period, is at least as large as it would have been had

19、 the interest rate function been constant throughout the holding period. Put another way, if the realized return on an investment in bonds is sure to be at least as large as the computed yield to the investment horizon, then that investment is immunized. As an example, if an investor acquired a port

20、folio bond when prevailing interest rates were 10% and had an investment horizon of four years, then the investor would expect the value of the portfolio at the end of four years to be 1.4641 times the beginning value. This particular value is equal to 10% compounded for four years. A bond manager w

21、ould want to immunize the portfolio in the instance where he/she had a specified investment horizon and had a definite required or promised yield for the bond portfolio. In the case where this required or expected yield was below current prevailing market rates, it would be worthwhile for the bond m

22、anagers to immunize the portfolio and therefore “lock in” the prevailing market yield for this period. Put another way, it is used when the bond portfolio manager is willing to engage in nonactive bond portfolio management and accept the current prevailing rate during the investment horizon.9. As me

23、ntioned, the purpose of immunization is to mitigate the price risk and reinvestment risk associated with changes in interest rates over the investment horizon. Assuming a constant flat yield curve over the investment horizon, there is no need to immunize the portfolio. The investor can obtain invest

24、ment objectives by simply purchasing bonds scheduled to mature at the end of his investment horizon. With no change in interest rates, the stated yieldtomaturity at the time of purchase should equal the realized yield at the time the bonds mature.10. Investment horizon a year later = 3 Duration of p

25、ortfolio a year later = 3.2While the term-to-maturity has declined by a year, the duration has only declined by .8 years. This means that, assuming no changes in market rates, the portfolio manager must rebalance the portfolio to reduce its duration to three years.11. The objective of immunization c

26、enters around mitigating the two components of interest rate risk-price risk and coupon reinvestment risk. Keeping this in mind, many feel that a zero coupon bond is the ideal financial instrument to use for immunization because it eliminates these risks, and thus eliminates the need to rebalance th

27、e portfolio. Reinvestment risk is eliminated because there are no intervening cash flows to reinvest, and price risk is eliminated because if you set the duration equal to your time horizon, you will receive the face value of your bond at maturity.12. Several characteristics of duration make it impo

28、ssible to set a duration equal to the initial time horizon of a portfolio and ignore it thereafter. First, because duration declines more slowly than term-to-maturity, even if one assumes no changes in interest rates, the portfolio manager must periodically rebalance the portfolio. Second, if there

29、is a change in market rates, the duration of the portfolio will change. If the deviation becomes large compared to original duration of the portfolio, the manager will again have to rebalance. Third, the technique assumes that when market rates change, they will change by the same amount and in the

30、same direction. Since this is not true of the real world, the manager must assure that the portfolio is composed of various bonds with durations that bunch around the desired duration of the portfolio. Finally, developing the portfolio can be a problem since there can always be a problem of acquirin

31、g the desired bonds in the market.13. A contingent immunization strategy allows the investor an opportunity to obtain a higher return on his portfolio if he is willing to accept greater uncertainty and a possibly lower ending wealth value. By specifying a floor return lower than the current market r

32、ate, the investor gives up the certainty involved with immunizing the portfolio at the current rate. However, the investor gains the benefit of his portfolio being actively managed in such a way as that potential returns may be achieved over the investment horizon that are above the thencurrent mark

33、et rate at the beginning of the horizon.14. CFA Examination III (1983)14(a). Interest rate risk comprises two risks - a price risk and a coupon reinvestment risk. Price risk represents the chance that interest rates will differ from the rates the manager expects to prevail between purchase and targe

34、t date. Such a change causes the market price for the bond (i.e., the realized price) to differ from the expected price. Obviously, if interest rates increase, the realized price for the bond in the secondary market will be below expectations, while if interest rates decline, the realized price will

35、 exceed expectations.Reinvestment risk arises because interest rates at which coupon payments can be reinvested are unknown. If interest rates change after the bond is purchased, coupon payments will be reinvested at rates different than that prevailing at the time of the purchase. As an example, if

36、 interest rates decline, coupon payments will be reinvested at lower rates than at the time of purchase and their contribution to the ending wealth position of the investor will be below expectations. Contrariwise, if interest rates increase there will be a positive impact as coupon payments will be

37、 reinvested at rates above expectations.14(b). A portfolio of investments in bonds is immunized for a holding period if the value of the portfolio at the end of the holding period, regardless of the course of interest rates during the holding period, is at least as large as it would have been had th

38、e interest rate function been constant throughout the holding period. Put another way, if the realized return on an investment in bonds is sure to be at least as large as the computed yield to the investment horizon, then that investment is immunized. As an example, if an investor acquired a portfol

39、io bond when prevailing interest rates were 10% and had an investment horizon of four years, then the investor would expect the value of the portfolio at the end of four years to be 1.4641 x the beginning value. This particular value is equal to 10% compounded for four years.A bond manager would wan

40、t to immunize the portfolio in the instance where he/she had a specified investment horizon and had a definite required or promised yield for the bond portfolio. In the case where this required or expected yield was below current prevailing market rates, it would be worthwhile for the bond managers

41、to immunize the portfolio and therefore “lock in” the prevailing market yield for this period. Put another way, it is when the bond portfolio manager is willing to engage in nonactive bond portfolio management and accept the current prevailing rate during the investment horizon.14(c). As set forth b

42、y a number of authors, the technique used to immunize a portfolio is to set the duration of the portfolio equal to the investment horizon for the portfolio. It has been proven that this technique will work because during the life of the portfolio, the two major interest rate risks (price risk and re

43、investment risk) offset each other at this point in time. The zero coupon bond is an ideal immunization instrument because, by its very nature, it accomplishes these two purposes when the maturity of the zero coupon bond equals the investment horizon because the duration of a zero coupon bond is equ

44、al to its maturity period. In contrast, when you match the maturity of the bond to the investment horizon, you are only taking account of the price risk whereby you will receive the par value of the bond at the maturity of the bond. The problem is that you are not sure of how the investment risk wil

45、l work out. If rates rise, you will receive more in reinvestment than expected. Alternatively, if rates decline, you will not benefit from the price advantage and, in fact, will lose in terms of the reinvestment assumptions.14(d). The zero coupon bond is a superior immunization security because it e

46、liminates both interest rate risks-price and reinvestment.A zero coupon bond is a perfect immunizer when its duration (or maturity, as they are the same) is equal to the liability or planning horizon of the portfolio. Given adequate availability, the portfolio manager would match these elements and

47、no further activity is necessary to the end of the horizon.The zero coupon bond is superior to a coupon paying instrument because the lack of cash flow prior to maturity eliminates any coupon reinvestment and, therefore, the risk of realized return changes due to uncertainty of these levels. Price r

48、isk is also nonexistent regardless of the timing or nature of yield curve shifts.14(e). The primary difference between contingent and classical immunization is the role of active management. Classical immunization precisely matches the duration of the portfolio with the horizon of the particular lia

49、bility. Management of such a portfolio is limited to periodic rebalancing necessitated by yield curve shifts, yield changes, and time effects on duration. Contingent immunization is an active form of management, initially, and can continue in this mode until the managers results are unfavorable to t

50、he extent that a predetermined target return is unlikely to be achieved. At this point, the active mode is triggered to a classical passive immunization to “lock-in” the minimum desired return.Contingent immunization achieves its risk control by establishing two parameters: (1) The minimum return ta

51、rget for more specifically the difference between the minimum return target and the immunization return than available in the market, and (2) the acceptable range for the terminal horizon date of the program. The chart below illustrates the potential rewards from contingent immunization based on pos

52、sible moves in interest rates. It is interesting to note the similarity of this curve to that of option strategies.Potential Return (%) 21 Contingent 19 Immunization 17 15 Classical 13 Immunization 11 Minimum Return Target 9 -6 -4 -2 0 2 4 6 8 Immediate Yield Change From 12% (Percent Points)Careful

53、monitoring of the value achieved by the manager in the portfolio is important. A return or portfolio value line can be established, initially which traces the required dollar value of the portfolio at any given point in time and would be a minimum level necessary for the portfolio to reach its minim

54、um return target. If the return or value falls to this, the “safety net” is activated.A key facet of contingent immunization is the benefit from flexibility or loosening of rigid conditions. Substantial flexibility is granted the portfolios manager if either the horizon time is widened to a range ra

55、ther than a single point or if the minimum return is meaningfully below that available currently through classical immunization.By granting this flexibility and being willing to accept a slightly lower than current market return, the plan sponsor or portfolio manager has the opportunity to achieve m

56、uch greater returns through interest rate anticipation, swapping and other facets of active management.This approach is attractive to a portfolio manager who believes his/her skills will provide “excess returns” yet establishes a downside risk control that assures achievement of a minimum target ret

57、urn.15. CFA Examination III (1986)15(a).With an immunized portfolio the goal is to provide a minimum dollar amount of assets at a single horizon.Contingent immunization is primarily an active strategy. However, a minimum return is required. Should the portfolio deteriorate to the point where this re

58、turn is threatened, there is a switch to full immunization of the portfolio.The purpose of a cash-matched dedicated portfolio is to have a portfolio that will generate cash flows that specifically match the required stream of cash outflows. Therefore, it is necessary to match maturities and amounts

59、over a time period, not a single time period. This is accomplished by planning maturities and interim cash flows from the portfolio.The purpose of a duration-matched dedication portfolio is likewise to match the cash flows from the portfolio to the required cash outflows over time. The major differe

60、nce from the cash-matched dedication is that you recognize that you do this by matching the weighted average duration of the obligations with the duration of your investment portfolio.15(b). When managing an immunized portfolio, it is necessary to maintain the duration of the portfolio equal to the

61、investment horizon. The problem is that this requires rebalancing because (1) duration declines slower than term to maturity, and (2) duration is affected by changes in market yields - i.e., there is an inverse relationship between yield and duration.15(c). With a cash-matched dedication portfolio i

62、t is necessary to make several major decisions:(1). Timing of initiation. Usually, the client wants to initiate the portfolio immediately. Let the client prevail unless the portfolio manager considers a delay advisable.(2). Payments time intervals. Specify when the required payments are to be made -

63、 yearly, semiannually, or quarterly.(3). How to avoid call risk. Is this accomplished by having deepdiscount bonds or non-callable securities?(4). What is your reinvestment rate assumption for the interim flows? You should be very conservative in your estimate to avoid negative surprises.15(d).Three

64、 basic components should be specified for contingent immunization:(1). Immunized Base Return - the return which could be earned if the portfolio is immunized at todays rates.(2). Investment Objective - the return goal which exceeds the Immunized Base Return to be achieved by active management.(3). A

65、ssured Minimum Return - the minimum allowable return consistent with the needs of the client. This is the trigger for full immunization.In addition to the above, the client and manager should agree on the flexibility to be allowed the manager in an active strategy. The agreement should specify the time ho