Residual maturity
Table of Contents
Residual maturity
Bond investments often have a very specific time horizon. Even though certain bonds are listed and sold on the secondary market, you must generally be ready to hang onto your assets until they mature. It causes many people to worry about the notion of making investments in long-term fixed-income securities. However, only some people truly comprehend the need to pay greater attention to a bond’s residual maturity than its duration.
What is residual maturity?
A residual maturity is a time remaining on a security’s term at purchase. For example, if a bond has a face value of US$1,000 and a coupon rate of 5% purchased 10 years into its 20-year term, its residual maturity would be 10 years.
The main advantage of investing in securities with a residual maturity is that the investor knows exactly how long the deposit will be held before it matures and can plan accordingly. Additionally, because the investor knows the exact maturity date, they can more easily compare different securities and choose the one with the most favourable terms.
Understanding residual maturity
It’s important to remember that the residual maturity differs from the original maturity. The original maturity is the amount of time originally set for the bond. In contrast, residual maturity is the time left until the bond matures. Investors should consider this when considering bonds, as it can affect the price and the interest payments.
Bonds with a shorter residual maturity are typically more expensive than bonds with a longer residual maturity. This is because investors are willing to pay more for a bond closer to maturing. Generally, the closer a bond matures, the more predictable its interest payments will be. This is because there is less time for things to change (such as the bond’s interest rate) that could affect the payments.
Types of residual maturity
There are two types of residual maturity: short-term and long-term.
- Short-term residual maturity
It is when the remaining maturity on a security is less than one year.
- Long-term residual maturity
It is when the remaining maturity on a security is greater than one year.
Example of residual maturity
Let us understand residual maturity from an example. For instance, let’s say you have a US$1,500 US$ bond with a residual maturity of five years. This means five years are left until the bond matures, and you will receive the full US$1,500. Residual maturity is important to consider when investing in bonds, as it can give you an idea of how long you will have to wait to get your money back.
Importance of residual maturity
The residual maturity is important because it can give investors an idea of how much time they have left to receive interest payments, and it can also affect the bond’s price.
The importance of residual maturity lies in its ability to provide insight into the risk and return of a security. For example, a security with a longer residual maturity typically has a higher risk and return than a security with a shorter residual maturity. This is because a longer residual maturity exposes the security to more interest rate risk and market risk. As such, investors typically demand a higher return for holding a security with a longer residual maturity.
The importance of residual maturity can also be seen in its impact on the price of a security. For example, a security with a longer residual maturity will typically have a higher price than a security with a shorter residual maturity. This is because a longer residual maturity exposes the security to more interest rate risk and market risk. As such, investors typically demand a higher price for holding security with a longer residual maturity.
For investors, understanding the importance of residual maturity is essential for making informed investment decisions.
Frequently Asked Questions
The time from a debt security’s issue date until it is redeemed is known as original maturity. The time from the reference date to the last contractually scheduled payment is residual maturity.
In simple words, the original maturity is the length of time from the date of issue to the date of the final interest payment. The residual maturity is the length of time from the current date to the date of the final interest payment. For example, if a bond has an original maturity of 10 years and a current date of 5 years, the residual maturity would be 5 years.
The portion of long-term debt due within the next 12 months is referred to as current maturity. The time from a debt security’s issue date until it is redeemed is known as original maturity.
The minimum residual maturity is the shortest time a security must mature before being redeemed. For example, if a security has a minimum residual maturity of two years, it cannot be redeemed until it matures or is held for at least two years. The security issuer typically sets the minimum residual maturity and may differ for different types of securities.
Residual maturity analysis is a tool investors use to assess the time remaining until a bond’s maturity date. This information can be used to make investment decisions, such as buying, holding, or selling a particular bond.
When analysing a bond’s residual maturity, investors will consider the bond’s interest rate, credit rating, and market conditions. By understanding these factors, investors can make more informed decisions about whether a bond is a good investment for their portfolio.
A residual maturity bond is a type of bond that has a remaining maturity of less than one year. These bonds are typically issued by companies with strong credit ratings and are considered low-risk investments.
Residual maturity bonds typically pay a lower interest rate than bonds with a longer maturity, but they offer the advantage of being a short-term investment. This means that investors can reinvest the money in another investment after the bond reaches maturity, which can provide a higher return.
Related Terms
- Cost of Equity
- Capital Adequacy Ratio (CAR)
- Interest Coverage Ratio
- Industry Groups
- Income Statement
- Historical Volatility (HV)
- Embedded Options
- Dynamic Asset Allocation
- Depositary Receipts
- Deferment Payment Option
- Debt-to-Equity Ratio
- Financial Futures
- Contingent Capital
- Conduit Issuers
- Calendar Spread
- Cost of Equity
- Capital Adequacy Ratio (CAR)
- Interest Coverage Ratio
- Industry Groups
- Income Statement
- Historical Volatility (HV)
- Embedded Options
- Dynamic Asset Allocation
- Depositary Receipts
- Deferment Payment Option
- Debt-to-Equity Ratio
- Financial Futures
- Contingent Capital
- Conduit Issuers
- Calendar Spread
- Devaluation
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- DuPont Analysis
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- Law of One Price
- Annual Value
- Rollover option
- Financial Analysis
- Currency Hedging
- Lump sum payment
- Annual Percentage Yield (APY)
- Excess Equity
- Fiduciary Duty
- Bought-deal underwriting
- Anonymous Trading
- Fair Market Value
- Fixed Income Securities
- Redemption fee
- Acid Test Ratio
- Bid Ask price
- Finance Charge
- Futures
- Basis grades
- Short Covering
- Visible Supply
- Transferable notice
- Intangibles expenses
- Strong order book
- Fiat money
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- Bayes’ Theorem
- Amalgamation
- Adverse selection
- Contribution Margin
- Accounting Equation
- Value chain
- Gross Income
- Net present value
- Liability
- Leverage ratio
- Inventory turnover
- Gross margin
- Collateral
- Being Bearish
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- Commodity
- Exchange rate
- Basis point
- Inception date
- Riskometer
- Trigger Option
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- Racketeering
- Market Indexes
- Short Selling
- Quartile rank
- Defeasance
- Cut-off-time
- Business-to-Consumer
- Bankruptcy
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- Turnover Ratio
- Indexation
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- Illiquidity
- Backwardation
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Other Terms
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- Option Adjusted Spread (OAS)
- Non-Diversifiable Risk
- Merger Arbitrage
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- Income Bonds
- Guaranteed Investment Contract (GIC)
- Gamma Scalping
- Funding Ratio
- Free-Float Methodology
- Foreign Direct Investment (FDI)
- Floating Dividend Rate
- Flight to Quality
- Real Return
- Protective Put
- Perpetual Bond
- Option Adjusted Spread (OAS)
- Non-Diversifiable Risk
- Merger Arbitrage
- Liability-Driven Investment (LDI)
- Income Bonds
- Guaranteed Investment Contract (GIC)
- Flash Crash
- Equity Carve-Outs
- Cost Basis
- Deferred Annuity
- Cash-on-Cash Return
- Earning Surprise
- Bubble
- Beta Risk
- Bear Spread
- Asset Play
- Accrued Market Discount
- Ladder Strategy
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- Interest-Only Bonds (IO)
- Inflation Hedge
- Incremental Yield
- Industrial Bonds
- Holding Period Return
- Hedge Effectiveness
- Flat Yield Curve
- Fallen Angel
- Exotic Options
- Execution Risk
- Exchange-Traded Notes
- Event-Driven Strategy
- Eurodollar Bonds
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