Foreign exchange (FX) markets are a cornerstone of global finance, offering investors and corporations opportunities to manage currency risk, enhance returns, and optimize portfolio performance. Among the most critical challenges in FX is the design of robust hedging strategies to mitigate exposure to volatile currency movements. How does the financial industry deal with this task? We can draw inspiration from the paper written by Castro, Hamill, Harber, Harvey, and Van Hemert, which explores strategies such as dynamic hedging, trend-following, and momentum-based approaches, the concept of carry, and the interplay of these strategies with fundamental concepts like Purchasing Power Parity (PPP) and valuation metrics.
The authors set out to identify practical, return- and risk-aware ways to hedge the currency exposure that comes with international equity investing. They argue the classic โfully hedge vs. donโt hedgeโ framing is naรฏve, because hedging interacts with expected FX returns (carry), companiesโ economic currency exposures, and cross-asset correlations. They therefore test dynamic hedging rules based on carry (interest-rate differentials), 12-month trend (momentum), and value (PPP deviation), and compare them with portfolio methodsโa dynamic minimum-variance hedge and an โoptimalโ hedge that jointly optimizes equity and FX exposures. The analysis spans developed (and some emerging) markets from the post-Bretton Woods era to June 2024, using forwards or synthetic forward returns, and evaluates both single-market and a world-equity basket perspective.
They hypothesize that conditioning the hedge on information (carry/trend/value) and accounting for covariances should beat static hedging on risk-adjusted performance and behave more sensibly across regimes (crises vs. calm; inflationary vs. non-inflationary). They also tackle practical problems: (i) full hedging doesnโt necessarily minimize risk because firmsโ revenues/costs are multi-currency; (ii) decisions often ignore expected returns like carry; (iii) the hedge for one country should depend on others via correlations; and (iv) investors need approaches that remain robust in crises and inflation bursts. Hence the exploration of dynamic min-vol and a constrained optimal hedge that fixes equity weights and chooses currency hedge ratios given expected FX returns (carry) and a rich covariance structure.
Main findings
Authors: Pedro Castro et al.
Title: The Best Strategies for FX Hedging
Link: https://papers.ssrn.com/sol3/papers.cfm?abstract_id=5047797
Abstract:
The question of whether, when, and how to hedge foreign exchange risk has been a vexing one for investors since the end of the Bretton Woods system in 1973. Our study provides a comprehensive empirical analysis of dynamic FX hedging strategies over several decades, examining various domestic and foreign currency pairs. While traditional approaches often focus on risk mitigation, we explore the broader implications for expected returns, highlighting the interplay between hedging and strategies such as the carry trade. Our findings reveal that incorporating additional factors-such as trend (12-month FX return), value (deviation from purchasing power parity), and carry (interest rate differential) – into hedging decisions delivers significant portfolio benefits. By adopting a dynamic, active approach to FX hedging, investors can enhance returns and manage risk more effectively than with static hedged or unhedged strategies.
As always, we present several interesting figures and tables:




Notable quotations from the academic research paper:
โ[A] binary and static framing of the question โto hedge or not to hedgeโ is naรฏve for a number of reasons.1 First, fully hedging FX risk may not minimize risk. The returns of an asset one seeks to hedge may be influenced by changes in exchange rates, even when those returns are expressed in the local currency. For example, the revenues of stocks in an equity index may be partially earned in a foreign currency. Similarly, input prices may be impacted by foreign exchange rate movements. For example, the FTSE100 index of the largest U.K. stocks will have FX exposures because global businesses inevitably derive their earnings in a range of different currencies.
In Exhibit 5, we create a simple FX strategy that trades each of the developed market FX currencies against the U.S. dollar on an equally weighted basis. In this initial analysis, we are not taking portfolio considerations into account. That is, we treat each currency pair independently. If a currency has a higher interest rate than the U.S. in the previous month, we take a long position in that currency against the US dollar for the subsequent month; if not, we take a short position. As such, the strategy is always positioned to earn carry.
The final column in Exhibit 4 implements a dynamic hedging approach which we label as โMax Carryโ.12 With this strategy, if the interest rate differential (equity market currency minus home currency) is positive, then there is no hedging. When the differential is negative, the investor will hedge the FX. The results in column 6 show that the max carry approach dominates the static strategies across the 14 developed markets. In nine of the 14 markets, the improvement over full static hedging exceeds 100bps per year. The proportion of markets unhedged through time is presented in Exhibit 6.
The cumulative returns from the perspective of a U.S. dollar investor as well as a euro-based investor are presented in Exhibit 8. The Max Carry strategy is consistently the highest in terms of excess returns. Furthermore, the strategy continues to do well after the introduction of the Euro in 1999.
In Exhibit 19, we show the Sharpe ratios that would have been realized by investors in different home currencies from investing in a basket of global equities.26 Notice that in every developed market the lowest performers are the static unhedged or fully hedged. The dynamic approaches show distinct advantages. Even with these relatively simple formulations, both the PPP approach and the momentum approach show reasonable promise. The PPP hedging rule outperforms both the hedged and unhedged version in all but one of the developed market currencies and the momentum rule outperforms in 12 of the 14 developed markets. Furthermore, in a number of markets, either the PPP rule or the momentum rule generate the highest Sharpe ratio, suggesting that both value and momentum may be additive to our existing rules.โ
Are you looking for more strategies to read about? Sign up for our newsletter or visit our Blog or Screener.
Do you want to learn more about Quantpedia Premium service? Check how Quantpedia works, our mission and Premium pricing offer.
Do you want to learn more about Quantpedia Pro service? Check its description, watch videos, review reporting capabilities and visit our pricing offer.
Do you want algorithmic access to the full Quantpedia database via the API? Subscribe to Quantpedia Pro, ask for an API key, and explore the in/out-of-sample statistics, source academic papers, and code snippets โ ideal for quantitative research, systematic trading workflows, and AI model training.
Are you looking for historical data or backtesting platforms? Check our list of Algo Trading Discounts.
Or follow us on:
Facebook Group, Facebook Page, Twitter, Linkedin, Medium or Youtube
Share onLinkedInTwitterFacebookRefer to a friend