Inflation-indexed bond

Inflation-indexed bond

 

A bond investor holds a bond with a fixed level of interest rate. The interest payments, known as coupons, are usually paid semi-annually and represent the bondholder’s return on investing in the bond. However, as time goes by, inflation also increases, thereby, eroding the value of the investor’s annual return. This is unlike returns on equity and property, in which dividend and rental income increases with inflation. To mitigate the impact of inflation, index-linked bonds are issued by the government.

An index-linked bond is a bond which has its coupon payments adjusted for inflation by linking the payments to some inflation indicator, such as the Consumer Price Index (CPI) or the Retail Price Index (RPI). These interest-bearing investments typically pay the investors a real yield plus accrued inflation, providing a hedge against inflation. The yield, payment, and principal amount are calculated in real terms, not nominal numbers. One can think of the CPI as the exchange rate that converts the return on a bond investment to real return.

For example, consider two investors – one purchases a regular bond and another buys an index-linked bond. Both bonds are issued and purchased for $100 in November 2017, and have the same terms – 4% coupon rate, 1 year to maturity, and $100 face value. The CPI level at the time of issuance is 204.

The regular bond pays annual interest of 4% x $100 = $4, and the principal amount of $100 is repaid at maturity. At maturity, the principal and the interest payment due, that is, $100 + $4 = $104, will be credited to the bondholder.

Assuming the CPI level in November 2018 is 207, the interest and principal value must be adjusted for inflation with the index-linked bond. Coupon payments are calculated using an inflation-adjusted principal amount, and an indexation factor is used to determine the inflation adjusted principal amount. For a given date, the indexation factor is defined as the CPI value for the given date divided by the CPI at the original issue date of the bond. The indexation factor in our example is 207/204 = 1.0147. Therefore, the inflation rate is 1.47%, and the bondholder will receive $104 x 1.0147 = $105.53 when it matures.

The annual interest rate on the bond is [($105.53 - $100.00)/$100.00] x 100% = 5.53%. The investor’s approximate real return rate can be calculated as 5.53% nominal rate – 1.47% inflation rate = 4.06%.

This type of bond is valuable to investors because the real value of the bond is known from purchase and the risk involved with uncertainty is eliminated. These bonds are also less volatile than nominal bonds and help investors to maintain their purchasing power.