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Correlations Within the Forex Market

Written by Miroslav Marinov
Miroslav Marinov, a financial news editor at TradingPedia, is engaged with observing and reporting on the tendencies in the Foreign Exchange Market, as currently his focus is set on the major currencies of eight developed nations worldwide.
, | Updated: October 23, 2025

Correlations within the Forex market

You will learn about the following concepts

  • Why is correlation important in trading?
  • How to evaluate the correlation coefficient?
  • How can these relations be applied in trading?
  • and more

Within the Forex market, certain relationships between currencies can be observed. Since currencies trade in pairs, they cannot be isolated from each other. To measure the strength of the relationship between currency pairs, a trader can use various statistical coefficients, one of the most popular of which is correlation.

Why is correlation important in trading?

For a trader who trades several currency pairs on their account, it is vitally important to know how these pairs relate to each other. If a trader focuses on a single pair, this might not be so crucial. If some currency pairs are closely related and move together, a trader who trades both pairs can be exposed to significantly higher risk. Therefore, the correlation coefficient is a cornerstone of risk management.

How to evaluate the correlation coefficient?

First, we need price quotes for a specific period for two different currency pairs. For example, we can evaluate the correlation between the daily charts of EUR/USD and GBP/USD from 1 September 2013. The quotes should cover the same time frame – daily EUR/USD to daily GBP/USD, weekly to weekly, and so on. Second, we will use Excel’s built-in CORREL function to estimate the correlation coefficient for the period 1 September to 31 October. We find that the correlation between these two pairs is 0.8911, or 89.11%. This is a significant correlation.

DateEUR/USDGBP/USD
Sep 02, 20131.31901.5546
Sep 03, 20131.31721.5562
Sep 04, 20131.31991.5620
Sep 05, 20131.31191.5590
Sep 06, 20131.31811.5631
Sep 09, 20131.32561.5698
Sep 10, 20131.32681.5731
Sep 11, 20131.33141.5824
Sep 12, 20131.32981.5803
Sep 13, 20131.32971.5878
Sep 16, 20131.33361.5902
Sep 17, 20131.33561.5903
Sep 18, 20131.35231.6133
Sep 19, 20131.35341.6036
Sep 20, 20131.35231.6005
Sep 23, 20131.34961.6040
Sep 24, 20131.34741.5994
Sep 25, 20131.35181.6074
Sep 26, 20131.34871.6038
Sep 27, 20131.35221.6140
Sep 30, 20131.35231.6187
Oct 01, 20131.35231.6192
Oct 02, 20131.35901.6236
Oct 03, 20131.36231.6157
Oct 04, 20131.35541.6009
Oct 07, 20131.35811.6098
Oct 08, 20131.35991.6119
Oct 09, 20131.35191.5955
Oct 10, 20131.35261.5975
Oct 11, 20131.35401.5946
Oct 14, 20131.35561.5972
Oct 15, 20131.35211.5983
Oct 16, 20131.35221.5946
Oct 17, 20131.36681.6150
Oct 18, 20131.36851.6167
Oct 21, 20131.36731.6132
Oct 22, 20131.37781.6231
Oct 23, 20131.37781.6164
Oct 24, 20131.38021.6198
Oct 25, 20131.38051.6168
Oct 28, 20131.37881.6140
Oct 29, 20131.37421.6047
Oct 30, 20131.37231.6024
Oct 31, 20131.35791.6043
correlation coefficient0.8911621711

It is worth noting that high positive correlation values indicate that currency pairs move largely in the same direction, whereas negative values close to -1 show that they move equally but in opposite directions. If the correlation coefficient is close to 0, there is little relationship between the currency pairs and they move independently.

Correlation coefficients will also change if we use a different data set. In our example we used two months of data (1 September to 31 October); if we used a three-month set, we would almost certainly calculate a different coefficient.

Correlation is usually presented in a table or matrix. First, let us look at the correlation coefficients for the same time frame (two months) across multiple currency pairs. We use daily quotes for all pairs.

Daily Time Frame for 2 months

EUR/USDGBP/USDUSD/CHFUSD/JPY
EUR/USD10.8911-0.9785-0.7899
GBP/USD0.89111-0.93-0.7889
USD/CHF-0.9785-0.9310.85
USD/JPY-0.7899-0.78890.851

By cross-referencing each column and row we obtain the correlation coefficient for the corresponding pairs. If we cross EUR/USD and GBP/USD, we see a coefficient of 0.8911. Because EUR/USD is compared with itself, the correlation coefficient is 1. Additionally, EUR/USD to GBP/USD shows the same relationship as GBP/USD to EUR/USD; therefore, their coefficient is identical.

Next, let us examine the correlation coefficients for one currency pair across different time frames.

EUR/USD Correlation Coefficients
EUR/USDGBP/USDUSD/CHFUSD/JPY
1 week0.8163-0.9693-0.7767
1 month0.92-0.9882-0.7705
6 months0.5077-0.9585-0.1282

How can this be applied in trading?

correlation eur-usd - gbp-usd
Here we are looking at one-hour charts of EUR/USD and GBP/USD. They move almost simultaneously. Consider the following scenario: a trader decides to open one position in EUR/USD and another in GBP/USD, believing this will diversify and reduce risk. However, this assumption is incorrect, because the high correlation between the pairs means that adding GBP/USD does not reduce risk at all. Entering both positions will in fact increase the trader’s risk, because the euro and the pound so often move in the same direction. With a correlation coefficient of 0.89, we can think of 1 lot of GBP/USD as roughly equivalent to 0.89 lot of EUR/USD. Opening 1 lot in EUR/USD and 1 lot in GBP/USD is therefore similar to opening 1.89 lots of EUR/USD. This means the trader has almost doubled their risk exposure.

If a trader uses highly negatively correlated pairs (such as EUR/USD and USD/CHF on the one-hour chart below) and takes opposing positions, the effect is the same as taking positions in the same direction in highly positively correlated pairs. For example, entering a long position in EUR/USD and simultaneously a short position in USD/CHF is comparable to entering a long position in EUR/USD and another long position in GBP/USD, or to opening a long position in EUR/USD of twice the usual size.

correlation eur-usd - usd-chf