Showing posts with label Bond Investment. Show all posts
Showing posts with label Bond Investment. Show all posts

Thursday, September 26, 2013

Bond Investment Strategies


Bond investors can choose from many different investment strategies, depending on the role or roles that bonds will play in their investment portfolios.

Passive investment strategies include buying and holding bonds until maturity and investing in bond funds or portfolios that track bond indexes. Passive approaches may suit investors seeking some of the traditional benefits of bonds, such as capital preservation, income and diversification, but they do not attempt to capitalize on the interest-rate, credit or market environment.

Active investment strategies, by contrast, try to outperform bond indexes, often by buying and selling bonds to take advantage of price movements. They have the potential to provide many or all of the benefits of bonds; however, to outperform indexes successfully over the long term, active investing requires the ability to form opinions on the economy, the direction of interest rates and/or the credit environment; trade bonds efficiently to express those views; and manage risk.

Passive strategies: Buy-and-hold approaches

Investors seeking capital preservation, income and/or diversification may simply buy bonds and hold them until they mature.

The interest rate environment affects the prices buy-and-hold investors pay for bonds when they first invest and again when they need to reinvest their money at maturity. Strategies have evolved that can help buy-and-hold investors manage this inherent interest-rate risk. One of the most popular is the bond ladder. A laddered bond portfolio is invested equally in bonds maturing periodically, usually every year or every other year. As the bonds mature, money is reinvested to maintain the maturity ladder. Investors typically use the laddered approach to match a steady liability stream and to reduce the risk of having to reinvest a significant portion of their money in a low interest-rate environment.

Another buy-and-hold approach is the barbell, in which money is invested in a combination of short-term and long-term bonds; as the short-term bonds mature, investors can reinvest to take advantage of market opportunities while the long-term bonds provide attractive coupon rates.

Other passive strategies

Investors seeking the traditional benefits of bonds may also choose from passive investment strategies that attempt to match the performance of bond indexes. For example, a core bond portfolio in the U.S. might use a broad, investment-grade index, such as the Barclays Capital U.S. Aggregate Index, as a performance benchmark, or guideline. Similar to equity indexes, bond indexes are transparent (the securities in it are known) and performance is updated and published daily.

Many exchange-traded funds (ETFs) and certain bond mutual funds invest in the same or similar securities held in bond indexes and thus closely track the indexes’ performances. In these passive bond strategies, portfolio managers change the composition of their portfolios if and when the corresponding indexes change but do not generally make independent decisions on buying and selling bonds.

Active strategies

Investors that aim to outperform bond indexes use actively managed bond strategies. Active portfolio managers can attempt to maximize income or capital (price) appreciation from bonds, or both. Many bond portfolios managed for institutional investors, many bond mutual funds and an increasing number of ETFs are actively managed.

One of the most widely used active approaches is known as total return investing, which uses a variety of strategies to maximize capital appreciation. Active bond portfolio managers seeking price appreciation try to buy undervalued bonds, hold them as they rise in price and then sell them before maturity to realize the profits – ideally “buying low and selling high.” Active managers can employ a number of different techniques in an effort to find bonds that could rise in price.

  • Credit analysis: Using fundamental, “bottom-up” credit analysis, active managers attempt to identify individual bonds that may rise in price due to an improvement in the credit standing of the issuer. Bond prices may increase, for example, when a company brings in new and better management.
  • Macroeconomic analysis: Portfolio managers use top-down analysis to find bonds that may rise in price due to economic conditions, a favorable interest-rate environment or global growth patterns. For example, as the emerging markets have become greater drivers of global growth in recent years, many bonds from governments and corporate issuers in these countries have risen in price.
  • Sector rotation: Based on their economic outlook, bond managers invest in certain sectors that have historically increased in price during a particular phase in the economic cycle and avoid those that have underperformed at that point. As the economic cycle turns, they may sell bonds in one sector and buy in another.
  • Market analysis: Portfolio managers can buy and sell bonds to take advantage of changes in supply and demand that cause price movements.
  • Duration management: To express a view on and help manage the risk in interest-rate changes, portfolio managers can adjust the duration of their bond portfolios. Managers anticipating a rise in interest rates can attempt to protect bond portfolios from a negative price impact by shortening duration, possibly by selling some longer-term bonds and buying short-term bonds. Conversely, to maximize the positive impact of an expected drop in interest rates, active managers can lengthen duration on bond portfolios.
  • Yield curve positioning: Active bond managers can adjust the maturity structure of a bond portfolio based on expected changes in the relationship between bonds with different maturities, a relationship illustrated by the yield curve. While yields normally rise with maturity, this relationship can change, creating opportunities for active bond managers to position a portfolio in the area of the yield curve that is likely to perform the best in a given economic environment.
  • Roll down: When short-term interest rates are lower than longer-term rates (known as a “normal” interest rate environment), a bond is valued at successively lower yields and higher prices as it approaches maturity or “rolls down the yield curve.” A bond manager can hold a bond for a period of time as it appreciates in price and sell it before maturity to realize the gain. This strategy has the potential to continually add to total return in a normal interest rate environment.
  • Derivatives: Bond managers can use futures, options and derivatives to express a wide range of views, from the credit-worthiness of a particular issuer to the direction of interest rates.
  • An active bond manager may also take steps to maximize income without increasing risk significantly, perhaps by investing in some longer-term or slightly lower rated bonds, which carry higher coupons.

Sunday, July 21, 2013

Pricing of Bonds


When bonds are issued, they are usually sold at their par value, which is also referred to as their face value. For most corporate bond issues, this par value is $1,000, while some of the government bonds can have a par value of $10,000. This is the principal amount of a bond and it is returned to the investors when the bond matures. However, during the term of a bond, market forces make the value of the bond change. At any time, the bond could be selling at a value higher than its par, lower than its par or at its par value.

Why Do Bond Prices Change

The main reason behind this change in bond value is change in interest rates. Interest rates in the economy are dynamic and they are constantly adjusted by the Federal Reserve in response to changing economic situation. When the economy is not doing well, the Fed can lower interest rates to encourage lending and to give a boost to economic activity.

But when there are serious inflationary expectations in the economy, the Fed can lower interest rates to cool things down. Such decisions can have a significant impact on the bond market, and prices of bonds always respond to changes in interest rates.
  • Inverse Relationship with Interest Rates: Bond prices have an inverse relationship with interest rates. When interest rates in the economy go up (all other things being equal), bond prices go down, and vice versa. It is easy to understand why this happens.

    Let’s say you have invested in a plain vanilla bond at a par value of $1,000 and a coupon rate of 5%. When interest rates in the economy go up, future bond issues will have to pay a higher coupon rate, let’s say 6%. In such a scenario, an investor will be willing to buy your bond from you only if you sell it at a value lower than its par such that the buyer is compensated for the lower interest payments.
    The opposite of this happens when interest rates go down. Now future bonds will be issued at a lower interest rate and buyers will be willing to pay you more as your bond offers higher interest earnings. This will increase the price of the bond in the market.
  • Impact of Creditworthiness:
    Another reason that can have a huge effect on bond prices is a change in the creditworthiness of the issuer. For example, if a company is facing financial difficulties that can adversely impact its ability to repay its obligations, credit rating agencies can decide to lower its credit rating.When that happens, markets will react by lowering the prices of bonds issued by the company as there is now a much greater risk of default associated with those bonds. The same thing can happen to countries ,to see the prices of bonds issued by a national government change drastically in response to bad economic data,as the risk is high ,it makes the bond price go down and the demand for high yield go up.
It should be noted that the bond market does not always wait for a credit rating agency to lower the rating of the issuer before lowering the price of its bonds. Large market participants are well aware of the risks that an issuer faces and expectations of default are always factored in bond prices.
Premium and Discount

When a bond is selling at a value higher than its par, it is said to be selling at a premium. On the other hand, when the price of a bond falls below its par, it is said to be selling at a discount. When listing bond prices, the prices are mentioned in terms of percentage of premium or discount

 When a bond is selling at par value, it’s price is listed as 100.When it is selling at a 10% discount, its price is listed at 90.  Let’s say when it’s selling at a 5% premium, its price is listed as 105,the bond listed as 105 and having a par value of $1,000 can be calculated as 105% of $1,000, which comes to $1050.

Calculating Bond Prices

The price of a bond is equal to the present value of all its future interest payments and the repayment of par value at maturity. We can use the formula for present value of future payments to determine the value of a bond. But keep in mind that as coupon payments come at different points in time, the discounting factor for each of them will be different, with payments coming later having a heavier discount. The price of a bond can be represented as the following formula:


Price = [I / (1+r)] + [I / (1+r)^2] + … + [I / (1+r)^n] + [Par Value / (1+r)^n]


Here:
I is the interest or coupon payment paid at the end of every period
r is the required rate of return
n is the number of periods after which the bond will mature

This series of periodic payments in a plain vanilla bond is referred to as an ordinary annuity. This formula assumes that the first coupon payment will be made one period from the present time and the end of every subsequent period, the next coupon payments will be made.
Note that period here could be anything, but typically bonds pay coupon semi annually or annually, so one period will be 6 months or 12 months long. Also note that the last coupon payment and the par value of the bond are paid together. It is clear from the formula that the payments that come farther in the future have a lower present value.

Another thing evident from the formula is the inverse relationship between bond prices and interest rates. As interest rates go up in the economy, the required rate of return (r) also goes up. This increases the discounting factors in the formula and the price of the bond will be lower.
The bond pricing formula given above can be simplified as:


Price = I x [1- [1 / (1+r)^n ] ] / r + [Par Value / (1+r)^n]


Example

Let’s consider a plain vanilla bond with a par value of $5,000, maturity period of 5 years, and a coupon rate of 5%, paid semi-annually. Let’s assume that the required rate of return is 10%. Here are the values of different variables that we’ll need in the formula.
n = 10 (Coupon payments are made with a periodicity of 6 months. There are 10 such periods in 5 years)
I = $5,000 * 2.5% = $125 (Although coupon rate is 5%, this is the annual interest rate. For semi annual payments, coupon rate will be half of the annual rate)
r = 5% (For a 10% annual required rate of return, the semi-annual required rate will be 5%)
Par Value = $5,000
Plugging these values in the bond price formula:

Price = $125 x [1- [1 / (1+.05)^10 ] ] / .05 + [$5,000 / (1+.05)^10] = $4,034. 7

You can see this value in light of our previous discussion on bonds selling for a premium or a discount. In this case, the required rate of return is significantly higher than the coupon paid by the bond. That is why the bond is selling at a heavy discount, as otherwise investors will have no reason to purchase this bond.

Now, let’s see what happens when the coupon rate of the bond is 15%. The coupon payment in this case (I) will be $5,000 * 7.5% = $375. All the other variable for the formula remain the same. This will result in the bond being priced as:

Price = $375 x [1- [1 / (1+.05)^10 ] ] / .05 + [$5,000 / (1+.05)^10] = $5,965.2.

The bond is offering a higher coupon rate than the interest rate investors can earn in the market, which is why the bond is now selling at a premium.

Summary








Tuesday, July 16, 2013

Types of Bond Issuer




A firm can issue a bond either in its home country or in another country. Bonds that are sold to local investors in another country’s bond market are known as foreign bonds. Foreign bonds have a variety of nicknames: A bond sold by a foreign company in the United States is known as a Yankee bond; a bond sold by a foreign firm in Japan is a samurai.

To raise money through issuing bond, the publicly traded corporation needs to register with the regulator of that country, for example in the US, if the IBM corporation issuing bond in the US, it will register with Securities Exchange Commission(SEC) before the bond can be publicly bought and sold by large financial institutions.

 The bonds that are issued outside the US by IBM Corporation are not subject to register with SEC.this is the international issuing bonds which are Eurobond. And Eurobonds are made in one of the major currencies, such as the U.S. dollar, the euro, or the yen. Eurobond issues are marketed by international syndicates of underwriters, such as the London branches of large U.S., European, and Japanese banks and security dealers.

These days very large bond issues are often marketed both internationally (in the Eurobond market) and in individual domestic markets. For example, IBM could sell its dollar bonds internationally and also register the issue for sale in the United States. Such bonds are called global bonds.

Types of Issuer – there are three issuers of bonds:

(1)  The federal government and its agencies

(2)  Municipal governments

(3)  Corporations

Sectors of the U.S. Bond Market


  • ·         Treasury sector – securities issued by the U.S. government

  • ·         Agency sector – securities issued by federally related institutions and government-sponsored enterprises

  • ·         Municipal sector – securities issued by state and local governments bonds

  • ·         Corporate sector – securities issued in the U.S. by U.S. corporations and foreign corporations

  • ·         Asset-backed sector – securities backed by a pool of assets

  • ·         Mortgage sector – securities backed by mortgage loan