With the RBA unlikely to raise rates until at least mid 2019 we look at the opportunity to extend the maturity of AUD investment grade securities, to increase yield
Recent talk in the press about rising interest rates is all focused on North America, where we have been suggesting clients own short to medium term USD bonds to minimise the impact of higher rates. This is because generally speaking, fixed rate bond prices decline when interest rates rise, as the excess return over government treasuries will decrease and an equivalent security issued today would have a higher coupon than one issued when rates were lower.
However, the situation is very different locally, with the RBA likely to be on hold for many months to come. Consequently, the low interest rate environment in Australia continues to pose a challenge for bond investors.
We suggest investors consider extending the maturity of their Australian investment grade bonds in order to take advantage of higher yields for similarly rated securities as we see the prospects of declining bond price due to increasing interest rates as low in the near term.
We also discuss our yield preference strategy, which focuses on yield to maturity (YTM) over investment in high coupon bonds that have low YTM but may offer higher running yield.
Background
For USD investments we have been suggesting clients own short to medium term maturity bonds as the interest rate environment in America is one of increasing rates, as its economy continues to expand and unemployment is below 4%.
However, we believe the interest rate environment in Australia is very different to the increases we see in the
USA and we believe that the RBA will keep rates on hold until well into 2019.
This is because the local economic outlook is substantially different, evidenced by a number of factors including increasing funding pressures for local financial institutions, wages growth being stubbornly low around 2%, and underemployment leading lots of excess capacity within the Australian labour market.
The interest rate and financial futures market believes this too, as evidenced by the higher forecast yields shown for short-term US rates compared with their Australian equivalent. This is shown in the chart below which uses Overnight Index Swap (OIS levels).
Projected future short-term rates for the USA and Australia (OIS Market; %)
![](data:image/png;base64,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)
Source: FIIG Securities, Bloomberg
All of these factors suggest to us that investors should extend the maturity of their shorter Australian investment grade bonds, and focus on the overall yield (to maturity) as opposed to the income or running yield.
Running yield or income from coupons
This is the coupon amount (expressed as a percentage) divided by the purchase price, and expresses the amount of cashflow from coupons generated by the bond.
If we use a 7.75% coupon and a price level of $115, the running yield is 6.74%, which is lower than the 7.75% coupon amount, reflecting the price ($115) is at a premium to the issue price of $100.
However, the fact that the returned face value amount at maturity is $100 which is a $15 dollar discount to the current price is not taken into account in this calculation.
For this reason, we prefer yield to maturity as a measure of potential investment performance as it provides a more complete picture of future cashflows.
Yield to maturity (YTM)
The YTM (or purchase yield) shows the overall return, incorporating the purchase price, the coupons earned and the capital ultimately received at maturity ($100 for a typical fixed rate bond). It is the closest yield to those shown for typical cash style products, albeit we have to make some adjustments to incorporate multiple cashflows from coupons and estimate the rate at which coupons can be reinvested.
We believe the YTM is a truer measure than the running yield as it is a more accurate reflection of the overall return earned including the purchase and sale price. This incorporates the total return across capital and income. In addition the YTM also considers the time value of money, i.e. when cashflows are received, and can be reinvested.
Case study comparison between two bonds:
![](data:image/png;base64,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)
Note: Yield accurate as of 3 July 2018, subject to change
Looking at the two bond cash flows shown above, the reader may at first glance prefer the higher coupons on the Qantas bond, but look again and notice the difference between todays invested amount of $115,000 compared to $100,000 returned at maturity.
Notice too, that the Asciano bond will provide you with five extra years of coupons, and although you will still receive a lower amount back at maturity than the upfront investment, it’s a substantial improvement on the Qantas position.
With the Asciano bond, there is also an increased face value amount representing an extra 10% holding, and although there is a small extra outlay of $2,000, this is largely because the Asciano minimum incremental change in face value is $10,000.
In this particular example, we believe Asciano provides a better investment option than Qantas, which will enable a pick-up in yield from 3.76%pa in Qantas to 4.59%pa in Asciano.
Investment suggestions
Given the rationale that we prefer maturity extension in Australian IG bonds, below are a few suggestions for investors to consider.
Shorter maturity bonds to consider selling
![](data:image/png;base64,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)
Source: FIIG Securities. Bid prices and yields accurate as of 4 July 2018, subject to change.
For callable bonds the lower of the yield to maturity and the yield to worst is shown in the tables.
Medium to longer term bonds to consider buying
![](data:image/png;base64,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)
Source: FIIG Securities. Ask prices and yields accurate as of 4 July 2018, subject to change
*based on a 2.50% CPI assumption
Conclusion
Since the interest rate environment in Australia is very different to the increases we see in the US, we believe clients should extend maturities in Australian dollar bonds, which is also known as extending duration or weighted average life.
If interest rates were forecasted to increase in Australia as steeply as in the US, we would feel differently about extending maturity, but we believe the structural obstacles for the RBA will remain for a considerable period of time.
One of the key differences between debt and equity is the fixed maturity date associated with a debt obligation.
Assuming the issuer is solvent at maturity of the bond, this not only gives the investor an added protection, but it means for simple fixed rate bonds that we can accurately model when the $100 face value will be returned. This ability to model all expected cashflows associated with a bond enables us to accurately calculate a yield to maturity, which we prefer to the running yield which only considers coupons.
Contact your relationship manager to discuss these and other opportunities.