Markets
Currency crosses
A currency cross is a pair with no US dollar leg, priced so that it stays consistent with the two dollar rates it sits between, which is why a move in either of those rates shows up in the cross even when nothing has happened to the two currencies it names.
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What a cross is
A cross is a currency pair in which neither side is the US dollar. EUR/GBP crosses the euro with the pound, GBP/JPY crosses the pound with the yen, AUD/NZD crosses the Australian dollar with the New Zealand dollar. The definition is entirely structural: it is about which currencies are absent, not about how heavily the pair is dealt or how large the economies behind it are.
Key term
- Cross rate
- A cross rate is an exchange rate between two currencies with no US dollar on either side, historically assembled by combining each currency's separate dollar rate.
The name is a survival from an earlier market. For most of the twentieth century, converting one non-dollar currency into another meant two transactions, both through the dollar, because the dollar was the only currency both counterparties were reliably quoted in. The resulting rate was described as a cross rate, meaning a rate arrived at by crossing two dollar rates rather than by dealing the two currencies against each other directly. Direct quoting is now ordinary and the two transactions are no longer necessary, but the arithmetic that produced the original cross rate still governs where the direct price can sit.
How a cross rate is derived
The derivation is a single division or a single multiplication, and which one depends on how the two dollar pairs are quoted. When both currencies are quoted as the base against the dollar, as EUR/USD and GBP/USD are, the cross is the first divided by the second. When one is quoted as the base and the other as the counter, as EUR/USD and USD/JPY are, the cross is the two multiplied together.
Two dollar legs, two crosses
- Assumed EUR/USD
- 1.1000
- Assumed GBP/USD
- 1.2500
- Assumed USD/JPY
- 150.00
- EUR/GBP, both quoted against the dollar as base
- 1.1000 ÷ 1.2500 = 0.8800
- EUR/JPY, one base and one counter
- 1.1000 × 150.00 = 165.00
- GBP/JPY, on the same construction
- 1.2500 × 150.00 = 187.50
All three dollar rates are assumptions chosen to make the arithmetic legible. They are not YAL prices and not a quotation of any live market. A dealt cross is quoted two ways, with a bid and an offer, so the single rate shown here is a mid-market construction rather than a price anything can be dealt at.
The direct market and the derived rate cannot drift apart, and the reason is arbitrage rather than regulation. If a directly quoted cross sat meaningfully away from the rate implied by its two dollar legs, the difference could be captured by dealing all three pairs at once, and the dealing itself would close the gap. In practice the three prices stay consistent to within the cost of executing that sequence, which is why the derivation still describes the market even though almost nobody constructs a cross this way to trade it.
Key term
- Arbitrage
- Holding the same economic exposure long in one place and short in another to capture a price difference, with the two legs offsetting so the position carries no market direction.
The consequence: two legs, one number
Because the cross is tied to two dollar rates, anything that reprices the dollar affects both of them, and how much of that reaches the cross depends on whether the two legs move by the same proportion. A dollar move that lifts EUR/USD and GBP/USD by the same percentage leaves EUR/GBP where it was, since the ratio between them is unchanged. A dollar move that lifts one by more than the other shows up in the cross immediately.
This produces the property that most distinguishes crosses as a group. A cross is, in effect, a comparison between two currencies with the dollar divided out, so it isolates the relative standing of the two economies it names and suppresses the common dollar factor. A desk with a view about the euro area relative to the United Kingdom, and no view about the dollar, is expressing exactly that view in EUR/GBP and would be adding an unwanted dollar exposure by expressing it in the two dollar pairs separately.
It also produces the opposite property, which is where crosses are most often misread. A cross can move sharply on a day when neither of its own economies published anything, because a single large move in one of the dollar legs was not matched by the other. Reading a cross without reading its two dollar legs is the most common way that movement is attributed to the wrong cause.
The crosses that are dealt most
- The euro crosses. EUR/GBP is the most heavily dealt cross of all and is conventionally read as the euro area against the United Kingdom. EUR/CHF is dominated by Swiss monetary policy and by the franc's behaviour when risk appetite falls. EUR/JPY, EUR/AUD and EUR/CAD extend the same construction to other regions.
- The yen crosses. GBP/JPY, AUD/JPY, CAD/JPY, CHF/JPY and NZD/JPY are the most volatile group in the ordinary cross universe, because the yen leg and the other leg have historically moved in opposite directions when risk appetite changes, so both legs contribute in the same direction at once. GBP/JPY has a long-standing reputation as one of the widest-ranging pairs quoted anywhere, which is a statement about its typical daily range rather than about its merit.
- The commodity crosses. AUD/NZD compares two economies with similar structures and is usually the quietest of the group. AUD/CAD, AUD/CHF, NZD/CAD and CAD/CHF are used to isolate one commodity exposure against another.
Turnover in a cross is a small fraction of turnover in either of its dollar legs, and the practical effects are the ordinary effects of less depth: a wider distance between the bid and the offer, less size available at each price, and a larger difference between the expected and the achieved price on a larger order. The gap is narrowest in EUR/GBP and widens steadily down the list.
Key term
- Liquidity
- Liquidity is the ease with which size can be dealt close to the prevailing price, and it shows in the spread, the depth at each level and how fast a book refills.
When a cross is best quoted
A cross is most heavily dealt when both of its home regions are awake, and that condition is stricter than the one governing a dollar pair, because the dollar is dealt everywhere while the two legs of a cross are not. EUR/GBP has a single wide window through the European session. The yen crosses are quoted in Asian hours and again through the European session, and the transition between the two is where their largest daily moves have historically been concentrated. AUD/NZD is effectively an Asia-Pacific instrument, and depth in it falls away sharply once Sydney and Wellington have closed.
Pip values on a cross
The money value of one pip on a cross is calculated exactly as it is on any other pair: the pip size multiplied by the number of units the contract covers, which gives an amount in the quote currency. What differs is that the quote currency of a cross is never the dollar, so the amount has to be converted twice to reach an account denominated in a third currency, and the conversion uses a rate that is itself moving.
One pip on a cross, converted into a third currency
- Contract size
- 1 standard lot = 100,000 units of the base
- Cross quoted to four decimals, pip size
- 0.0001
- Value of one pip in the quote currency
- 0.0001 × 100,000 = 10.00
- Assumed rate of the quote currency against the account currency
- 1.2500
- Value of one pip in the account currency
- 10.00 × 1.2500 = 12.50
- Same pip after the conversion rate moves to 1.2000
- 10.00 × 1.2000 = 12.00
The contract size and both rates are assumptions chosen to make the arithmetic legible. They are not YAL terms or prices and describe no live market. The point of the last row is that the conversion rate moves independently of the cross, so the money value of a pip is not fixed. Spread, commission and any overnight financing adjustment are excluded.
In summary
- A cross is any pair without a US dollar leg. The name records the older practice of deriving the rate by crossing two dollar pairs.
- The derived rate and the directly quoted rate stay consistent because the difference between them is arbitrageable, which is why the arithmetic still describes the market.
- A cross divides the dollar out, so it isolates two economies against each other and can move sharply when only one of its dollar legs is repriced.
- Depth in a cross is a fraction of depth in either of its legs, and the cross is thin whenever either of its home regions is closed.
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