ECO 1 – Currency Exchange Rates_ Understanding Equilibrium Value
Exchange rates are notoriously difficult to forecast over short horizons. The purpose of this reading is not prediction but valuation: building a framework for judging whether a currency is trading near its long-run equilibrium value, so that risk exposures and hedging decisions can be taken deliberately rather than by guesswork.
Every exchange rate is a price, and like any price it is quoted with two sides. A dealer quotes a bid, the rate at which the dealer will buy the base currency, and an offer, the rate at which the dealer will sell it. The offer always exceeds the bid. The gap between them is the dealer’s compensation for providing liquidity.
What widens or narrows the spread
Three factors dominate the bid–offer spread a client is quoted:
- Liquidity of the currency pair. Major pairs trade continuously in enormous size and carry the tightest spreads. Less traded pairs, particularly emerging market crosses, carry wider spreads.
- Time of day. A pair is most liquid when the two relevant financial centres are both in their active trading hours. Dealing outside the overlap, or outside normal hours in London, North America and Asia altogether, widens the spread.
- Size of the transaction. Larger trades move the dealer’s inventory further from its desired position, so the dealer charges more for them.
The interbank spread is also a floor beneath the client spread. A dealer quoting to a client must cover the cost of laying the risk off in the interbank market, so client spreads are always at least as wide as interbank spreads and typically wider.
Cross rates from a common currency
Most currency pairs are not quoted directly against one another. Instead a cross rate is built from two quotes that share a common currency. The reliable method is to write the pairs so that the shared currency cancels algebraically, then multiply the two bids to obtain the cross bid and the two offers to obtain the cross offer.
When a quote has to be inverted first, invert each side and swap bid and offer. Given CAD/USD of 1.3199/1.3201, the USD/CAD quote is 1/1.3201 for the bid and 1/1.3199 for the offer, or 0.75752/0.75763.
The following spot rates are quoted in the interbank market.
| Pair | Bid | Offer |
|---|---|---|
| USD/EUR | 1.1649 | 1.1651 |
| JPY/USD | 105.39 | 105.41 |
| CAD/USD | 1.3199 | 1.3201 |
| SEK/USD | 9.6300 | 9.6302 |
Bid: 11.2180 = 9.6300 × 1.1649.
Offer: 11.2201 = 9.6302 × 1.1651.
The implied cross is 11.2180/11.2201.
Bid: 79.84 = 105.39 × 0.75752.
Offer: 79.86 = 105.41 × 0.75763.
The implied cross is 79.84/79.86.
Dealer quotes are not free to wander. Two constraints hold them in place. First, a dealer’s bid cannot be higher than the interbank offer, and a dealer’s offer cannot be lower than the interbank bid. Second, the cross rate a dealer quotes must be consistent with the two quotes that imply it. When either constraint is violated, a riskless profit exists and traders take it until the violation disappears.
Triangular arbitrage is the second constraint in action. Three currencies imply three exchange rates, but only two of them are independent. The third is determined. If a dealer quotes the third rate away from its implied level, a trader can move around the triangle and end up with more currency than the trader started with.
Reading the violation correctly
The direction of the trade follows from which side of the market is mispriced. If a dealer’s offer on a pair sits below the interbank bid, the dealer is selling the base currency too cheaply: buy from the dealer and sell into the interbank market. If a dealer’s bid sits above the interbank offer, the dealer is paying too much for the base currency: buy in the interbank market and sell to the dealer. In both cases the profit per unit of base currency is the gap between the two prices, as questions 3 and 4 of Example 1 show.
A newly struck forward is worth nothing to either side and involves no payment at inception. Value accrues from then on, driven by movements in the spot rate and by shifts in either currency’s interest rate. The mark-to-market value is the profit or loss that would be realised by closing the position at current market prices.
Closing out means entering an equal and opposite forward to the same settlement date, using the spot rate and forward points available now. This produces a known cash flow on the settlement date, which is then discounted back to today.
Which side of the market applies
The offsetting trade is defined relative to the original position. A long GBP 10 million position is closed with a short GBP 10 million position. Because a long position in one currency is a short position in the other, always state which currency the position is expressed in. The net gain or loss will then appear in the other currency.
Laurier Bay Capital, an investment fund based in Los Angeles, hedged a long New Zealand dollar exposure by selling NZD 10 million forward against the USD at an all-in forward price of 0.7900 USD/NZD. Three months before settlement the fund marks the position to market. Current quotes are as follows.
| Item | Bid | Offer |
|---|---|---|
| Spot rate (USD/NZD) | 0.7825 | 0.7830 |
| Three-month points | −12.1 | −10.0 |
| Three-month MRR (NZD) | 3.31% | |
| Three-month MRR (USD) | 0.31% | |
Step 1. Identify the offsetting trade. The fund sold NZD 10 million forward, so it must buy NZD 10 million three months forward to the same settlement date. The NZD amounts then net to zero.
Step 2. Price the offsetting trade on the correct side. NZD is the base currency in USD/NZD, so buying NZD forward means paying the offer on both the spot rate and the points:
0.7830 + (−10.0 ÷ 10,000) = 0.7830 − 0.0010 = 0.7820.
Step 3. Net the settlement-date cash flows. On settlement the fund receives USD 7,900,000 from the original contract (NZD 10,000,000 × 0.7900) and pays USD 7,820,000 on the offsetting contract (NZD 10,000,000 × 0.7820):
10,000,000 × (0.7900 − 0.7820) = +USD 80,000.
This is an inflow because the fund sold NZD forward and the NZD depreciated against the USD.
Step 4. Discount to today. The cash flow arises in USD and occurs in three months, so the present value is found using three-month USD MRR:
USD 80,000 ÷ [1 + 0.0031 × (90/360)] = +USD 79,938.
0.7825 + (−12.1 ÷ 10,000) = 0.78129.
The USD amounts net to zero, but the NZD amounts do not, because the all-in rate has moved. At initiation the fund contracted to receive NZD 12,658,228 (10,000,000 ÷ 0.7900). To close out it contracts to pay NZD 12,799,345 (10,000,000 ÷ 0.78129). The difference is:
NZD 12,658,228 − NZD 12,799,345 = −NZD 141,117.
This is an outflow because the fund was short the USD and the USD appreciated, equivalently the NZD depreciated, with the all-in USD/NZD rate falling from 0.7900 to 0.78129. Discount at three-month NZD MRR:
−NZD 141,117 ÷ [1 + 0.0331 × (90/360)] = −NZD 139,959.
The parity conditions describe how interest rates, inflation rates, spot rates and forward rates would be linked in an idealised world of zero transaction costs, perfect information, risk neutrality and freely adjusting prices. Empirically they rarely hold over short horizons. Their value is as an anchor: they describe where exchange rates should tend over long periods, which is exactly what a valuation framework needs.
Before the individual conditions, three distinctions must be kept straight.
- Long run against short run. Many determinants of exchange rates act subtly but persistently. They are poor short-term predictors and useful long-term anchors.
- Expected against unexpected. In reasonably efficient markets, prices already reflect expectations. Gradual trends get priced in; large unexpected moves, such as an unannounced intervention, cause discrete jumps. Risk premiums, which are tied to confidence and reputation, can change fast even when expectations of long-run values move slowly.
- Relative, not absolute. An exchange rate is a relative price. The level of inflation in one country tells you little without the inflation rate in the other.
Covered interest rate parity
Covered interest rate parity is the condition already used to derive the forward rate. A fully hedged foreign money market investment must return exactly the same as an otherwise identical domestic one. It is the only parity condition enforced by arbitrage, which is why it holds in practice, and it is therefore a no-arbitrage condition rather than an economic theory. It requires zero transaction costs and instruments identical in liquidity, maturity and default risk.
Uncovered interest rate parity
Uncovered interest rate parity states that the expected percentage change in the spot rate equals the interest rate differential. The investor does not hedge, so the higher yield on the foreign asset is expected to be exactly offset by depreciation of that currency.
No arbitrage enforces this. It requires investors to be risk neutral, that is, indifferent to bearing unhedged currency risk. Because investors are not in fact risk neutral, uncovered interest rate parity fails routinely over short and medium horizons, and that failure is what makes the carry trade possible.
Forward rate parity
If covered and uncovered interest rate parity both hold, then the forward rate is an unbiased predictor of the future spot rate. Covered parity ties the forward premium to the yield spread; uncovered parity ties the expected spot change to the same yield spread; therefore the forward premium equals the expected spot change. That equality is forward rate parity.
Purchasing power parity
Purchasing power parity rests on the law of one price: identical goods should cost the same across countries when expressed in a common currency.
The absolute version extends this to the entire basket of goods and services, so that the nominal exchange rate is set by the ratio of national price levels.
The absolute version is unlikely to hold. It assumes all goods are tradable and that the two price indexes cover the same basket with the same weights. Transaction costs and non-tradable goods make goods arbitrage incomplete, so sizeable and persistent departures are expected.
The relative version is more useful. If trade impediments are constant over time, then changes in the exchange rate should be determined by the inflation differential even if levels never line up.
The ex ante version applies the same relationship to expected inflation, and is the version that belongs in a forward-looking valuation framework.
The Fisher effect and the international Fisher effect
The Fisher effect states that a nominal interest rate is the sum of a real rate and expected inflation.
Apply this in two countries and assume real interest rate parity, that real rates are broadly equal across markets. The nominal yield spread must then equal the expected inflation differential. That is the international Fisher effect.
Tying the pieces together
The conditions interlock. If ex ante purchasing power parity holds, the expected spot change equals the expected inflation differential. If the international Fisher effect holds, the nominal yield spread also equals the expected inflation differential. Put the two together and the expected spot change equals the nominal yield spread, which is uncovered interest rate parity. Add covered interest rate parity, which is enforced by arbitrage, and the forward premium equals the same quantity again.
In sum, if every parity condition held at all times, the expected percentage change in the spot rate would equal the forward premium or discount, the nominal yield spread, and the expected inflation differential, all three at once. In that world no global investor could earn consistent profits from currency movements. That the world is not like this is precisely why currency analysis exists.
An Australia-based fixed-income manager is allocating between Australia and Japan. The AUD is the domestic currency and the base currency in the quote.
| Item | Value |
|---|---|
| JPY/AUD spot rate (mid-market) | 71.78 |
| One-year forward points (mid-market) | −139.4 |
| One-year Australian deposit rate | 3.00% |
| One-year Japanese deposit rate | 1.00% |
| Currency | One-year MRR | Pair | Spot today |
|---|---|---|---|
| JPY | 0.10% | JPY/USD | 105.40 |
| USD | 0.10% | USD/GBP | 1.2303 |
| GBP | 3.00% | JPY/GBP | 129.67 |
For the expected rate, uncovered interest rate parity implies forward rate parity, so the expected spot rate equals the one-year forward rate:
Se = F = 129.67 × (1.001 ÷ 1.03) = 126.02.
Note also that with USD MRR and JPY MRR both at 0.10%, the expected change in JPY/USD over the year is zero, because the interest rate differential is zero.
The same Australia-based manager notes that Australia’s one-year deposit rate of 3% is well above Japan’s 1%, but that the Australian dollar is estimated to be roughly 10% overvalued against the yen on a purchasing power parity basis.
Four candidate predictors of the future spot rate follow from the parity framework, and each carries a different assumption. Knowing which assumption you are making is more important than the arithmetic.
| Predictor | Implied assumption |
|---|---|
| Current spot rate | Spot rates follow a random walk |
| Forward rate | Investors are risk neutral, so uncovered interest rate parity and forward rate parity hold |
| Purchasing power parity | Relative price levels drive the exchange rate over the long run |
| Uncovered interest rate parity | The yield spread equals the expected spot change |
Two implications deserve emphasis. Using the forward rate as a forecast assumes risk neutrality, not a random walk. If uncovered interest rate parity holds, movements in the spot rate approximate a random walk but are not one, because current interest spreads determine expected movements. Conversely, forecasting that the spot rate will simply equal today’s spot rate assumes a random walk; risk neutrality does not deliver that result unless the interest rate differential happens to be zero.
Assessing long-run fair value
Purchasing power parity provides the most common anchor for long-run fair value. Its record is instructive. Over short horizons the relationship between exchange rate changes and inflation differentials is weak to non-existent. Where inflation differentials are large and sustained, the relationship asserts itself even over relatively short periods, because the inflation signal overwhelms the noise. Over long horizons the relative version performs respectably across a broad range of currencies.
The practical conclusion is that purchasing power parity is a poor timing tool and a reasonable valuation anchor. A currency 10% above its purchasing power parity value is not a sell signal for next quarter. It is information about the direction of the eventual correction and about how much room the currency has to move.
The carry trade is a bet that uncovered interest rate parity does not hold. The investor borrows in a low-yielding funding currency, converts at the spot rate, and invests in a high-yielding currency. Uncovered interest rate parity says the high-yielding currency should depreciate by exactly the yield spread, wiping out the gain. The carry trader is betting it will not.
The risk profile
Carry trades tend to earn small, steady gains for extended periods and then lose heavily in short bursts when positions unwind. Three features follow:
- Negative skew and fat tails. The return distribution is not normal. It has fat tails and is skewed toward a higher probability of large losses. This is the crash risk of the strategy.
- Leverage drives volatility. The volatility of returns on the investor’s equity base is explained primarily by leverage, not by the yield spread itself.
- Crowding amplifies the unwind. Because many investors hold similar positions, an initial adverse move triggers simultaneous liquidation, which drives the move further.
A Tokyo-based asset manager enters a carry trade by borrowing in yen and investing in one-year Australian MRR.
| Item | Rate / spot today | Spot one year later |
|---|---|---|
| JPY one-year MRR | 0.10% | |
| AUD one-year MRR | 1.70% | |
| JPY/USD | 105.40 | 104.60 |
| USD/AUD | 0.6810 | 0.6850 |
Step 1. Build the cross rates. USD 1.0000 buys JPY 105.40 today, and AUD 1.0000 buys USD 0.6810 today, so today’s JPY/AUD cross rate is the product:
105.40 × 0.6810 = 71.78 (to two decimal places).
One year later: 104.60 × 0.6850 = 71.65 (to two decimal places).
Step 2. Compute the gross return in yen. Convert into AUD, earn the AUD rate, convert back:
(1 ÷ 71.78) × (1 + 1.70%) × 71.65 − 1 = 0.0152, or 1.52%.
Step 3. Charge the funding cost. One-year JPY MRR is 0.10%, so the net return is:
1.52% − 0.10% = 1.42%.
Check using a transactional approach. Starting with JPY 100:
JPY 100 × (1 ÷ 71.78) = AUD 1.3931.
After one year: AUD 1.3931 × 1.017 = AUD 1.4168.
Converting back: AUD 1.4168 × 71.65 = JPY 101.51.
Repaying the yen loan: JPY 101.51 − (JPY 100 × 1.001) = JPY 1.41, equivalent to the 1.42% above, with the small difference arising from rounding.
Note what made this trade profitable. The yield pickup was 1.60%, but the JPY/AUD cross rate fell from 71.78 to 71.65, meaning the AUD depreciated slightly against the yen. Uncovered interest rate parity would have required a depreciation of roughly 1.60% to eliminate the gain. The actual depreciation was far smaller, and the difference is the profit.
The parity conditions anchor the long horizon and say almost nothing useful about value today. Trade and capital flows close part of that gap.
A country’s balance of payments comprises its current account and its capital and financial account. The current account reflects flows in the real economy, the production and exchange of goods and services. The capital account reflects financial flows. A current account deficit must be matched by a capital account surplus: a country importing more than it exports has to attract funds from abroad to pay for the difference.
Why capital flows usually dominate in the short run
Over the long term, persistent current account deficits tend to weaken a currency and persistent surpluses tend to strengthen it. Over the short to intermediate term, investment and financing decisions usually dominate, for four reasons:
- Prices of real goods and services adjust far more slowly than exchange rates and other asset prices.
- Producing real goods takes time and demand decisions carry substantial inertia, whereas liquid financial markets allow financial flows to be redirected almost instantly.
- Current spending decisions involve only current production, while investment decisions also involve the reallocation of existing portfolios, a far larger pool.
- A shift in what investors expect the rate to do can by itself set off enormous short-term flows, so the observed rate tracks the prevailing view of liquid asset owners closely.
Three channels from the current account to the exchange rate
The flow supply and demand channel. Buying and selling internationally traded goods requires exchanging currency. A surplus country sees demand for its currency rise and its currency appreciate; a deficit country sees the reverse. These moves should eventually be self-correcting, because currency strength erodes the surplus country’s competitiveness and currency weakness improves the deficit country’s.
How far the exchange rate must move to restore balance depends on the initial gap between imports and exports, on how import and export prices respond to the exchange rate, and on how demand responds to those prices. Both responses are weaker than intuition suggests. Empirical studies commonly find that a 1% decline in a currency’s value raises import prices by only about 0.5%, and in some cases less, because foreign producers cut margins to protect market share. Limited pass-through means the required exchange rate adjustment is larger than it would otherwise be. Demand responses are also sluggish, so lags of several years can separate the exchange rate move, the eventual traded goods price change, and the correction of the imbalance.
The portfolio balance channel. Running a deficit transfers financial wealth abroad, from the deficit country to its trading partners. Investors in surplus countries accumulate claims on the deficit country. If those investors become unwilling to hold an ever-larger share of their portfolios in the deficit country’s assets, they rebalance, and the deficit country’s currency falls.
The debt sustainability channel. A country running persistent deficits accumulates external debt. Once the market judges the resulting debt burden unsustainable, a sharp currency depreciation may be required to restore the balance, rather than the gradual adjustment the other channels imply.
Capital flows: push and pull
Capital flows into a country for reasons that originate at home, called pull factors, and reasons that originate abroad, called push factors. Pull factors include sound fiscal and monetary policy, credible institutions, an open capital account and a functioning financial system. Push factors include low yields in developed markets, which drive investors toward higher-yielding assets, and long-run shifts in strategic asset allocation. As an example of the latter, the emerging market share of world GDP at current prices was over 40% as of 2019, up from 17% in the 1960s, and index weights have followed, drawing allocations with them.
Capital inflows are beneficial but dangerous in surges. Surges preceded three major crises in the 1990s: the European Exchange Rate Mechanism crisis of 1992 to 1993, the Mexican peso crisis of late 1994, and the Asian currency and financial crisis of 1997 to 1998. Each was preceded by a build-up of large, highly leveraged speculative positions, and in each case the sudden unwinding of those positions triggered the attack on the currency.
The Mundell–Fleming model
The Mundell–Fleming model traces how monetary and fiscal policy affect interest rates and activity, which in turn drive capital and trade flows and finally the exchange rate. It focuses only on aggregate demand and assumes enough slack in the economy that output can rise without prices rising.
Under flexible exchange rates, expansionary monetary policy lowers domestic interest rates, which induces capital to move toward better-paying markets and pushes the currency down. The stronger that sensitivity of flows to yield gaps, the sharper the fall.
Expansionary fiscal policy raises interest rates, because larger deficits must be financed. With mobile capital, higher rates attract capital and the currency appreciates, potentially substantially. But if capital is immobile and insensitive to rate differentials, the same policy raises aggregate demand, increases imports, worsens the trade balance and pushes the currency down, with no offsetting inflow to support it. The degree of capital mobility therefore reverses the sign of the fiscal effect.
The policy mix
Because the two policies work through different channels, the combination matters more than either alone.
| Expansionary fiscal | Restrictive fiscal | |
|---|---|---|
| Expansionary monetary | Indeterminate | Domestic currency depreciates |
| Restrictive monetary | Domestic currency appreciates | Indeterminate |
Restrictive monetary policy combined with expansionary fiscal policy raises real rates and is strongly bullish for the currency. The opposite combination is bearish. Mixes that push real rates in opposite directions are indeterminate.
| Expansionary fiscal | Restrictive fiscal | |
|---|---|---|
| Expansionary monetary | Domestic currency depreciates | Indeterminate |
| Restrictive monetary | Indeterminate | Domestic currency appreciates |
With capital immobile, the effects run through the trade balance instead. Both policies expansionary boosts imports and is bearish; both restrictive cuts imports and is bullish.
Note that the two tables are almost mirror images. The high-mobility case is more relevant for the G–10 countries, where capital moves freely. The low-mobility case is more relevant for emerging markets that restrict capital movement. A classic illustration of the high-mobility case is Germany from 1990 to 1992: a highly expansionary fiscal policy to fund unification combined with an extraordinarily restrictive Bundesbank monetary policy to contain the resulting inflationary pressure drove German rates sharply higher and the currency appreciated.
Monetary models of exchange rate determination
Mundell–Fleming routes monetary policy to the currency through interest rates and output, leaving the price level out of the story entirely. The monetary models invert that: output is held fixed and the transmission runs through prices and inflation instead.
Under the pure monetary approach, money supply and prices move one for one: raise the domestic money stock by some percentage and the domestic price level rises by the same percentage. If purchasing power parity holds, that increase in domestic prices relative to foreign prices produces a proportional fall in the currency’s value. Its weak point is the reliance on purchasing power parity over every horizon, short as well as long, which is not how the relationship behaves.
The Dornbusch overshooting model repairs this by assuming prices are sticky in the short run and fully flexible in the long run. In the long run, an increase in the money supply raises prices proportionally and the currency depreciates, as the pure monetary model says. In the short run, with prices inflexible, the increase in nominal money supply lowers the domestic interest rate. With highly mobile capital this triggers a capital outflow that drives the currency below its new long-run equilibrium. As domestic nominal rates subsequently rise, the currency appreciates back toward the path the conventional monetary approach predicts.
The portfolio balance approach
The Mundell–Fleming model is essentially short run and makes no allowance for the long-term effects of the budget imbalances that sustained fiscal expansion produces. The portfolio balance approach fills that gap. Global investors hold a diversified portfolio of domestic and foreign assets and adjust the mix in response to expected return and risk.
A growing budget deficit steadily increases the supply of domestic bonds. Investors will hold them only if compensated with a higher expected return, which can come from higher interest rates or a higher risk premium, from an immediate currency depreciation deep enough that investors then expect subsequent appreciation, or from a combination. The result is that expansionary fiscal policy, bullish for the currency in the short run through the interest rate channel, becomes bearish in the long run as the debt stock accumulates.
A currency strategist is assessing a developed market country with high capital mobility, a flexible exchange rate and low levels of public and private debt.
Governments resist excessive inflows and currency bubbles using two tools: direct intervention in the foreign exchange market, and capital controls.
Forms of capital control
The forms controls take vary widely. Malaysia and other countries caught in the Asian financial crisis barred their banks from quoting transactions that involved selling the domestic currency. Brazil has taxed currency transactions to slow them down. Thailand in 2006 met an inflow-driven appreciation of the baht by demanding that 30% of any investment be parked for a year in a deposit paying nothing. Vietnam has capped how much of a local financial institution foreigners may own. Ukraine lost its place in the MSCI Frontier Markets equity index in 2015 once its central bank blocked foreign holders from taking home the proceeds of share sales. Venezuela by 2016 ran four separate exchange rates at once, the bolivar-to-dollar rate depending on what the dollars would be spent on, which pushed a great deal of demand into the black market before the regime was eased in 2018 and 2019.
Opinion on capital controls has shifted. They were once regarded as distorting global trade and finance, easy to circumvent, and liable to deflect flows onto other countries. The IMF has since said that the benefits may exceed the costs, and after repeated episodes of damaging capital flow surges, some argue controls may be needed to prevent exchange rate overshooting, asset bubbles and deteriorating financial conditions.
Does intervention work
The answer differs sharply between developed and emerging markets, and the reason is arithmetic rather than ideological.
In developed markets, the volume of intervention is small relative to daily turnover in G–10 currencies. For most developed countries the ratio of official FX reserves to average daily turnover in that currency is negligible, so central banks simply do not hold enough reserves to shift supply and demand meaningfully. Most studies conclude the effect is limited. There is an asymmetry worth noting: a central bank trying to weaken its own currency could in principle create and sell an unlimited amount of it, accumulating reserves in exchange. But persistent intervention of this kind undermines the effectiveness of domestic monetary policy.
In emerging markets the evidence is more mixed but more favourable. Intervention appears to lower exchange rate volatility, though no statistically significant relationship has emerged between intervention and the level of the exchange rate. Emerging market central banks hold reserves that are sizeable relative to daily turnover in their own currencies, which gives them considerably more firepower than their developed market counterparts, and reserve holdings have expanded rapidly, so effectiveness may now be greater than in the past.
Warning signs of a currency crisis
Currency crises arrive suddenly. Over the six months from August 2008 to February 2009, 23 currencies lost at least 25% against the US dollar. Among developed markets, the Australian dollar, Swedish krona and UK pound each gave up 35% or more. Among emerging markets, the Brazilian real, Russian rouble and South Korean won each lost more than half their value.
The speed comes from forced repositioning. A carry trader long the Brazilian real and short the US dollar must sell reals and buy dollars once the real starts falling. A Brazilian borrower who financed in dollars must do the same to cover future repayment. Both actions intensify the selling. It is this mass liquidation of vulnerable positions, reinforced by speculative offshore selling, that produces the excessive moves seen in crises.
Two schools of thought disagree on causes. One holds that crises are precipitated by deteriorating fundamentals, which deteriorate steadily and therefore predictably. The other holds that crises can strike economies with sound fundamentals, through sudden self-fulfilling shifts in sentiment or contagion from crises elsewhere, for example when a country devalues to keep its exports competitive with a neighbour that has already devalued.
An ideal early warning system would predict actual crises without issuing false alarms, would rely on indicators available on a timely basis rather than with long lags, and would be broad based, because crisis-prone countries typically exhibit several problems at once. Studies have identified the following conditions in the run-up to crises:
- Restrictions on cross-border capital movement have recently been lifted.
- Foreign money has arrived in size relative to the economy, and the most dangerous form of it is short-dated borrowing denominated in a foreign currency.
- Trouble in the banking system runs alongside the currency trouble, frequently arriving first.
- The exchange rate is pegged or managed rather than floating, which leaves a level for speculators to attack.
- Official reserves are draining away quickly as the crisis nears.
- The currency sits well above its own long-run average.
- Export earnings have been weakening against the import bill, so the terms of trade are turning down.
- Broad money is growing fast and M2 is rising relative to bank reserves.
- Inflation is running materially above its level in calm periods.
These factors are interrelated and feed off one another. Liberalised markets and foreign borrowing by domestic banks produce large inflows. If the borrowing is in foreign currency and the domestic currency starts to depreciate, banks struggle to service short-maturity debt. Foreign investors withdraw and speculators short the currency, driving it lower. A government defending the currency can raise interest rates, which worsens the banking sector’s condition and slows the economy, or intervene directly, which spends down reserves. If the government appears unwilling or unable to defend the currency, outflows and speculative attacks intensify. Meanwhile an overvalued currency makes exports uncompetitive, so the country earns less foreign currency precisely when it needs reserves most.