Variable-Rate and Perpetual Bonds (CFA Level 1): Variable-Rate (Floating-Rate) Bonds, Key Characteristics, and Reference Rates and Spread. Key definitions, formulas, and exam tips.
So, you know those times when you’re sipping coffee and suddenly realize how interest rates seem to move faster than your to-do list? Well, that’s where variable-rate and perpetual bonds quite literally come into play. These instruments can help issuers—and investors—navigate the choppy waters of changing market yields, regulatory requirements, and everything else life throws at a bond portfolio. If that sounds interesting, grab another cup (or tea if you prefer) and let’s walk through it together.
Variable-rate bonds, often called floating-rate notes (FRNs), carry coupons that adjust periodically. The coupon is typically tied to a reference rate such as SOFR (Secured Overnight Financing Rate), EURIBOR, or any other commonly accepted index, plus a fixed spread to compensate for the issuer’s credit risk. The big idea here is that as interest rates shift, the coupon resets up or down—usually every three or six months—thereby keeping the bond’s price relatively close to par.
I remember one analyst joking that an FRN behaves like a boat on the tide: as interest rates rise or fall, the floating coupon “lifts or sinks” with the current, often allowing the bond’s market price to hover around par value.
A floating-rate bond’s coupon rate depends on an external benchmark. Through much of modern bond history, LIBOR was the star player, though it’s now largely replaced by newer rates like SOFR in the U.S. or SONIA in the U.K. The spread (sometimes called a margin) is determined at issuance and reflects the issuer’s credit profile. Fractional changes in that reference rate can impact coupon payments every reset period.
A typical FRN formula looks like:
Coupon at reset date = (Reference Rate at reset) + (Spread)
If at issuance the spread is 50 basis points (bps), and the reference rate is 4.50%, the initial coupon becomes 5.00%. If after six months the reference rate is 5.20%, the coupon resets to 5.70%.
You might wonder, “If the coupon floats, do I even have interest rate risk?” The short answer is: sometimes. Because the coupon resets in line with market conditions, an FRN’s market price can remain near par. But there are nuances.
Caps and Floors: Some floating-rate bonds have a maximum coupon (cap) or a minimum coupon (floor). These features reduce the bond’s sensitivity to extreme movements in the reference rate—but create interest rate risk once the cap or floor is breached.
Reset Frequency: If the reset date is far off and rates are rising (or falling) quickly, the bond might temporarily trade at a discount (or premium) until the next reset date.
Basis Risk: Another subtlety is if the issuer’s actual funding costs or the investor’s liabilities are based on a different rate than the reference. Even though you have a floating rate, it may not perfectly match your actual cash flow needs.
Because the coupon resets to match market rates, analysts often think of FRNs as trading near par—unless there’s a significant change in the issuer’s credit spread. When you discount expected future coupon payments for an FRN, you typically use a forward curve for the reference rate plus a spread for credit. The net present value is often close to the bond’s par value, especially right after a reset date.
Let’s visualize a simplified structure for an FRN’s cash flows using a Mermaid diagram:
flowchart TB
A["Investor Buys FRN"] --> B["Periodic Reset Every 3 or 6 Months"]
B --> C["Reference Rate + Spread"]
C --> D["Coupon Paid to Investor"]
D --> E["At Maturity: Principal Repayment or Perpetual if no maturity"]
In this flow, every reset re-aligns the bond’s coupon with market conditions.
But be cautious. In the wake of recent reference-rate reforms, the reliability of the chosen benchmark is crucial. If it becomes illiquid or replaced (LIBOR, we’re looking at you), the bond’s coupon might not behave as anticipated.
Perpetual bonds, sometimes called perps, have—get this—no maturity date. It’s like they keep the party going forever, paying a steady coupon until the issuer decides to call (redeem) them or simply never redeems. These bonds can be especially appealing to issuers looking to strengthen their regulatory capital base or to maintain a portion of longer-dated, stable financing.
One big application is in the banking sector. Perpetual bonds can count as Additional Tier 1 (AT1) capital—part of a bank’s regulatory capital. Because these securities can be written down or converted to equity if a bank’s capital ratio falls below a certain point, they provide a robust cushion to absorb losses before depositors or senior debtholders are affected. This was especially relevant after financial crises raised global scrutiny over banks’ capital adequacy.
Valuing a perpetual bond often uses a straightforward perpetuity formula when no call date is in sight:
(1)
V₀ = C / r
Where:
But let’s be honest: it’s rarely this simple in the real world. Perpetuals are strongly influenced by changing market yields, credit spreads, and the probability that the issuer might call them at a certain call price (often at par). If the coupon is set too high (relative to market yields) and the bond is callable at par, you might expect the issuer to call the bond as soon as the call date hits. Consequently, you may end up valuing it like a fixed-rate bond with a shorter maturity.
Here’s a Mermaid diagram that illustrates a perpetual bond’s timeline:
flowchart LR
A["Is sued <br/> (No Maturity)"] --> B["Pays Fixed Coupons <br/> Indefinitely"]
B --> C{"Possible <br/>Call Date?"}
C -- "Yes" --> D["Issuer Can Call <br/> (Redeem at Par)"]
C -- "No" --> B
If the bank or corporate issuer never calls the bond, the investor keeps receiving coupons indefinitely.
From a personal standpoint, I once chatted with a risk manager at a major bank who described exploring perpetual bonds as akin to adopting a giant tortoise—it might be with you for a very, very long time, and you better be prepared for the unexpected across changing environments.
| Feature | Floating-Rate Bonds | Perpetual Bonds |
|---|---|---|
| Coupon | Varies with reference rate + spread | Usually fixed, paid indefinitely |
| Maturity | Defined maturity date, except in rare perpetual FRNs | None (optional call feature often present) |
| Price Sensitivity | Lower sensitivity to interest rate changes (post-reset) | Highly sensitive, akin to very long-duration assets |
| Issuer Motive | Reduce/refinance interest cost variability | Strengthen regulatory capital; access long-term funds |
| Common Sectors | Corporates, financials, government agencies | Banks (AT1 capital), some corporates |
Barclays Bank’s Contingent Convertible (CoCo) Bonds: A form of perpetual debt that converts to equity or is written down if capital ratios slip below a threshold. During the stressed banking environment in the mid-2010s, these instruments provided an essential buffer for the bank.
FRNs in a Rising Rate Environment: After the global financial crisis, many investors favored FRNs denominated in U.S. dollars, pegged to 3-month LIBOR. These FRNs benefited from rising short-term rates, but as LIBOR gave way to SOFR, transitional complexities affected pricing mechanisms and documentation. Investors had to scrutinize fallback language to ensure a proper coupon reset under SOFR.
Mismatched Reference Rates: If your liabilities depend on a different benchmark than your bond’s reference rate, you could be exposed to basis risk. One strategy is to use swaps to align your exposures.
Embedded Options: Many perpetual bonds come with call features, which can be tricky to value. Pay close attention to call schedules and step-up provisions in the coupon rate after the call date.
Credit Deterioration: A perpetual bond with a once-solid issuer can become a headache if the issuer’s fundamentals slip. Even floating-rate bonds can lose value if investors demand a higher credit spread. Thorough credit analysis is essential.
Regulatory Shifts: Particularly relevant for bank-issued perpetuals. You’ll need to keep tabs on changing rules by bodies like the BIS or local regulators that might revise how such instruments are counted as capital.
It’s easy to get caught up in the notion that FRNs are “safe” from interest rate moves or that perpetual bonds are “just like equity.” In reality, both require you to analyze interest rate pathways, credit changes, regulatory environments, and call features. Ask yourself:
Variable-rate and perpetual bonds each serve unique purposes in the broad universe of fixed-income securities. Floating-rate bonds can help dampen interest rate risk, while perpetual bonds can offer ongoing coupon streams—at times fulfilling specialized regulatory capital requirements for issuers.
In a world where interest rates and market conditions can pivot unexpectedly, these instruments provide both flexibility and complexity. Keep an eye out for the fine print, reference rates, and embedded features. And remember, no matter how fancy the bond structure might look, fundamental credit and market principles still apply.
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