Explore how currency fluctuations can amplify or reduce returns in global bond investments through a practical vignette, including data analysis, hedged vs. unhedged scenarios, and stress-testing techniques.
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When you invest in global bond markets, currency risk sneaks in whether you welcome it or not. Perhaps you’ve heard someone say, “Oh, these foreign bonds are yielding a sweet 5%,” only to find out that a brutal foreign-exchange move slashed that return in half (or worse). In this section, we’ll navigate a scenario-based vignette that mirrors what you might see on the CFA Level II exam. Along the way, we’ll check out how currency swings can magnify or erode returns, how to evaluate hedged versus unhedged positions, and how strategic decisions around currency overlay or partial hedging can shape the portfolio outcome.
Imagine you’re an investment analyst overseeing the Greenwood Global Bond Fund for a large institutional client. Your home currency is the CHF (Swiss franc), and your fund invests in four foreign bond markets:
• US Treasuries (USD)
• German Bunds (EUR)
• Japanese Government Bonds (JPY)
• Brazilian Government Bonds (BRL)
You expect to maintain these positions for the next 12 months. You’re given the data in Exhibit 1, which includes spot exchange rates, forward exchange rates, annual yields, and credit ratings. Your client wants a breakdown of the possible currency returns on top of local bond returns, including a partial hedging approach and a worst-case stress test of a sudden 10% devaluation in the Swiss franc.
Below is a simplified snapshot of the data set:
Investment | Currency | Spot FX Rate (CHF per 1 unit of FX) | 1Y Forward FX Rate (CHF per 1 unit of FX) | Bond Yield (% annual) | Credit Rating |
---|---|---|---|---|---|
US Treasury (10-year) | USD | 0.92 | 0.90 | 3.50 | AA+ |
German Bund (10-year) | EUR | 1.00 | 0.99 | 1.20 | AAA |
Japanese Gov’t Bond (10-year) | JPY | 0.0070 | 0.0072 | 0.60 | A+ |
Brazilian Gov’t Bond (7-year) | BRL | 0.18 | 0.16 | 9.00 | BB |
Additional assumptions:
• Home currency (CHF) interest rate is 1.0%.
• You project stable credit spreads over the next year, except for a minor uptick in Brazil due to political uncertainty.
• The client is worried about a scenario in which CHF suddenly strengthens or weakens by up to 10%.
• There’s also concern about a global “risk-off” event that might push emerging market currencies lower against safe havens like CHF, JPY, and USD.
Take the US Treasury position as an example. A 3.50% yield might look attractive relative to your domestic 1.0% yield environment. However, if the USD depreciates against the CHF, that yield advantage could quickly evaporate. On the other hand, if the US dollar appreciates, you might get a currency gain that boosts your total return beyond the local yield.
For the Brazilian bond paying 9.00%, the yield is eye-popping but comes with higher credit risk and more volatile currency swings (BRL vs. CHF). Meanwhile, the German bund yields 1.20%, which isn’t huge, but the EUR might strengthen or weaken in ways that significantly influence your final return.
Let’s do a quick refresher on unhedged returns. The total return to a Swiss investor in an unhedged foreign bond generally looks like this (in approximate percentage terms over one year):
(1) Local Return = (1 + Bond Yield in Foreign Currency)
(2) Currency Return = (1 + % Change in FX Rate)
(3) Total Return in CHF = (Local Return × Currency Return) – 1
As a mini-example, assume the USD bond pays 3.50% and that the USD/CHF spot rate is 0.92. If the USD actually ends up 2% stronger against CHF after a year, then:
• Local Return = 1 + 0.0350 = 1.0350
• Currency Return = 1 + 0.02 = 1.02
• Total Return in CHF ≈ (1.0350 × 1.02) – 1 = 1.0557 – 1 = 5.57%
You end up with an approximate 5.57% in CHF terms, which is higher than the 3.50% you’d see if you ignored currency movements. Of course, if the USD had depreciated by 2%, you’d end up with a total return of around 1.35%.
To hedge your FX exposure, you might enter into a forward contract or some other derivative structure. The annualized cost or benefit of hedging depends on the interest rate differential, as well as the forward premium or discount. Sometimes you’ll find that for certain currency pairs, the forward points can essentially “wipe out” or even exceed the yield advantage.
For instance, suppose you decide to hedge the USD/CHF exposure using the 1-Year Forward Rate from Exhibit 1 at CHF 0.90 per USD. If you lock in that forward rate, your currency return from the perspective of the Swiss investor is effectively zero, aside from the net differential between the foreign currency yield and the hedge cost. This might preserve your 3.50% bond yield in CHF terms, but you lose the upside if the USD appreciates. The decision to hedge all or part of your position then becomes a question of your market outlook—and your tolerance for risk.
Now let’s add a bit of drama: imagine the Swiss franc unexpectedly weakens by 10% across the board. That could mean:
• The USD goes from CHF 0.92 to CHF 1.01 (approx. 10% more expensive).
• The EUR goes from CHF 1.00 to CHF 1.10.
• The JPY goes from CHF 0.0070 to CHF 0.0077.
• The BRL goes from CHF 0.18 to CHF 0.198.
In each case, your foreign-currency-denominated bonds become more valuable when converted back to CHF (because now you need more francs to buy each unit of foreign currency). However, if you had fully hedged those positions, you wouldn’t benefit from this windfall because your forward contract would effectively lock in the old exchange rate—meaning you’d miss that 10% currency gain.
Conversely, if the CHF were to strengthen by 10%, the unhedged portion of your portfolio would take a big hit. Brazilian bonds might be particularly vulnerable if investors also perceive additional credit risk from the country’s politics. And in a “risk-off” scenario, emerging market currencies often weaken even more than the official exchange rates suggest, exacerbating the losses.
One advanced angle is to consider a currency overlay or a carry trade strategy. A currency overlay involves a specialized manager (or in-house team) who actively manages just the currency exposures for the entire portfolio, potentially decoupling FX decisions from bond allocation decisions. For instance, you might want to hold the German bund for safe-haven interest rate exposure but choose to over- or under-hedge the EUR depending on the overlay manager’s view.
Then there’s the classic “carry trade”—borrowing at a low rate currency (perhaps JPY at 0.6%) and investing in a higher-yield currency (BRL at 9%). That yield differential might look tempting, but carry trades can unravel quickly when the high-yield currency weakens or when interest rates shift abruptly. If you indulge in a carry trade, you also have to watch for correlation changes during market stress.
In the event of a major risk-off movement—maybe triggered by a global recession, banking crisis, or geopolitical shock—there’s a common pattern where investors flock to trusted safe-haven assets such as the CHF, USD, and JPY. EM currencies, including the BRL, often depreciate sharply. So your “unhedged” exposure that once seemed beneficial could become a nightmare if you were counting on the 9% yield to cushion abrupt currency declines.
In such a scenario, your correlation assumptions could be turned upside down. Currency pairs that historically had low correlation might suddenly become highly correlated as investors rush for the exits.
Performance attribution for global bonds often separates the total return into:
• Local bond market return (due to yield, price appreciation, or spread changes).
• Currency effect (due to fluctuations in the FX rate).
You can estimate it by framing it like:
(1) Local Bond Return = (1 + local yield + price change) – 1
(2) Currency Return = (1 + % change in foreign currency relative to home currency) – 1
(3) Total = (Local Bond Return + 1)(Currency Return + 1) – 1
In practice, advanced attribution tools break down each piece (coupon, rates, spreads, currency) in more detail. But at the big-picture level, these two are usually your main components.
When you’re evaluating global bond portfolios, never take currency exposure for granted. One of the most common mistakes is focusing solely on the yield differential and ignoring how forex movements can drastically alter final returns. In actual practice, you also want to think about partial hedges, currency overlay strategies, and the interest rate environment at home relative to each foreign market.
Exam Tip: In the CFA exam context, be ready to break down foreign bond returns, isolate local bond returns from currency returns, interpret forward prices in terms of interest rate differentials, and illustrate how these dynamics play out in a variety of scenario questions (including stress tests). A common exam question might ask you to approximate how a 10% strengthening of the home currency would reduce the overall portfolio return—so keep those formula relationships in mind.
• Carry Trade: Borrowing in a lower-interest-rate currency and investing in a higher-yielding currency to profit from the rate differential.
• Performance Attribution: Dissecting portfolio performance into contributing factors such as coupon yield, rate changes, spreads, and currency movements.
• Stress-Testing: Modeling the portfolio’s performance under extreme or sudden market shifts, like a sizable currency devaluation.
• CFA Institute Past Item Sets on Global Bonds and FX Risk (various years).
• “Global Macro Analysis: The Art of Currency and Rate Forecasting,” an advanced text exploring currency-related risk scenarios.
• Bloomberg or Reuters Online Platforms – Real-time data sources for practicing currency movement impact on bond returns.
• Chapter 26: “Managing Yield Curve and Spread Risks” from this same Volume 6, which complements currency risk management concepts.
flowchart LR A["Home Currency <br/>Investor (CHF)"] --> B["Convert to <br/>Foreign Currency"] B --> C["Purchase Foreign <br/>Bond (USD, EUR, JPY, BRL)"] C --> D["Receive Interest <br/>and Principal in <br/>Foreign Currency"] D --> E["Convert to <br/>Home Currency (CHF)"]
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