Redemption yield is the price-implied annualized rate from coupons and principal paid on a specified redemption date.
Redemption yield is the discount rate that equates a bond’s full price with coupon payments through a specified redemption date plus the principal or redemption value paid on that date. It captures both coupon income and the gain or loss between purchase price and redemption value.
The term is broader than one endpoint. If the date is final maturity, redemption yield is generally a yield-to-maturity concept. If the issuer can redeem early, the calculation becomes a yield-to-call or another specified redemption yield.
For N coupon periods to a selected redemption date:
where:
P_full is the full settlement price;C_t is coupon cash in period t;RV is redemption value;r is the periodic yield; andN is the number of periods to redemption.The periodic rate is converted to an annual quotation under the relevant market convention. The calculation must use the correct settlement date, coupon frequency, day count, and accrued-interest treatment.
Assume a bond has:
$1,000 face value;$960 full price immediately after a coupon date;$1,010 redemption value.The exact annual redemption yield r solves:
The solution is approximately 6.32%.
The current yield is only:
The redemption yield is higher because it includes the $50 gain from the $960 purchase price to the $1,010 redemption value, as well as the timing of all three coupons.
| Measure | Result | Included cash flows |
|---|---|---|
| Coupon rate | 4.50% | Coupon relative to $1,000 face value |
| Current yield | 4.69% | Annual coupon relative to $960 price |
| Exact redemption yield | 6.32% | Coupons plus $50 gain over three years |
If $1,010 is the contractual final maturity value, 6.32% is a yield-to-maturity result under the stated annual-pay convention. If it is a call price, the same cash-flow calculation is a yield to that call date.
A common shortcut is:
For the example:
The approximation is close to the exact 6.32% result, but it does not fully discount each cash flow. Error can become meaningful with long maturities, large premiums or discounts, irregular coupons, off-cycle settlement, or unusual redemption values.
Use an exact dated-cash-flow calculation for pricing, reporting, or transaction analysis.
| Bond structure | Redemption endpoint to define |
|---|---|
| Noncallable bullet bond | Final maturity and maturity value |
| Fixed-price callable bond | One call date and call price |
| Bond with several calls | Each applicable date and price, plus maturity |
| Putable bond | Investor-selected put date and price when analyzing the put |
| Sinking-fund bond | Scheduled or assumed principal redemptions and selection mechanics |
| Amortizing bond | Principal schedule rather than one terminal payment |
| Mortgage-backed or asset-backed security | Projected principal cash flows under stated assumptions |
| Distressed bond | Scenario recovery value and timing rather than promised redemption alone |
The label must follow the cash-flow path. A single generic redemption yield is not enough when several legally permitted outcomes produce different results.
In some bond markets, gross redemption yield (GRY) refers to the maturity-based internal rate of return before investor-specific taxes, dealing costs, custody fees, or financing. It is often economically close to YTM for a plain fixed-rate bond.
“Gross” does not mean risk-free or guaranteed. The calculation can still assume promised payments, maturity, and coupon reinvestment that differ from realized experience.
Market usage is not universal. Confirm whether a source means YTM, yield to a stated redemption date, a nominal quotation, or an effective annual measure before comparing results.
| Measure | Endpoint or denominator | Main use | Main limitation |
|---|---|---|---|
| Coupon rate | Annual coupon / face value | Contractual interest rate | Ignores market price |
| Current Yield | Annual coupon / current price | Income snapshot | Omits redemption gain or loss |
| Redemption yield | Specified date and redemption value | General cash-flow yield to redemption | Ambiguous unless endpoint is named |
| Yield to Maturity | Final maturity | Plain-bond full-horizon comparison | Assumes maturity path |
| Yield to Call | One call date and price | Callable-bond scenario | Tests only that call |
| Yield to Worst | Lowest applicable non-default endpoint | Conservative contractual screen | Not a default or probability model |
| Yield to Average Life | Average principal-return timing | Sinking-fund or amortizing analysis | Depends on repayment assumptions and convention |
Bond screens commonly display clean price, while the yield equation uses full settlement price. Accrued interest, settlement date, coupon dates, business-day adjustments, day count, and payment frequency affect the result.
A semiannual periodic rate doubled into a nominal annual yield is not the same as its effective annual equivalent. Compare yields only after confirming quotation and compounding bases.
MSRB Rule G-33 illustrates why regulated municipal calculations depend on actual payment frequency, redemption value, accrued days, and prescribed day-count treatment. Other instruments and markets can follow different conventions.
For a distressed bond, promised redemption yield can become economically uninformative. Recovery scenarios, priority, collateral, liquidity, and restructuring timing are more relevant.
This article provides general financial education, not individualized investment, legal, tax, or accounting advice. Use the security documents, current market record, and applicable calculation standard for an actual transaction.