An alternative way to source Foreign Exchange
When it comes to buying and selling foreign currency, companies want to seek out the best possible execution prices. They can achieve this by combining a number of liquidity providers (LPs) into what is known as an ‘aggregator’ (which is somewhat similar to looking for house insurance on a website and aggregating all available providers instead of considering just one). This should in principle lead to improved liquidity, a narrower spread (i.e. the difference between buy and sell prices, usually referred to as bid and ask) and, therefore, a better price.
In FX, however, a larger number of LPs does not always lead to a reduction in execution costs, due to various specificities of the market, such as ‘last look’ (i.e. when LPs have the final say on whether to accept or reject the order within a set period of time) and the recycling of liquidity (i.e. when LP A uses prices supplied by LP B in an attempt to profit from widening their spread, without supplying additional liquidity of its own). Hence, the question of which LPs should make up an aggregator ought to be one of quality over quantity, with the typical criteria to consider being: spread, fill ratio, costs of rejections, last look hold time and market impact.
We argue that an additional metric, namely ‘correlation in liquidity’, is useful for determining whether an LP should be part of an aggregator. In particular, by minimising the average correlation between LPs’ mid prices (i.e. the midpoint between bid and ask), companies can diversify their liquidity, in a similar manner to diversifying risk of a portfolio by including uncorrelated assets, and achieve, with a smaller number of LPs, a narrower inside spread (i.e. the average difference between minimum ask and maximum bid, available in an aggregator at the same time).
Our analysis of mid prices for G7 currency pairs from 11 venues shows that including LPs with the smallest average correlation into an aggregator one after another, leads to a faster reduction in the inside spread than when they are added randomly.
Significantly, the rate of decrease of the inside spread levels out as the number of LPs in an aggregator increases, implying that including more LPs with correlated mid prices does not always lead to an improvement in the quality of liquidity (see Figures 1 and 2).
Procedure for LP selection
The following process could be beneficial when selecting LPs to include in an aggregator:
- Calculate residuals by subtracting the reference mid price from the LP’s mid price (primary venue price or average mid price in the aggregator can be used as a reference price).
- Calculate the Pearson correlation coefficient between residuals across LPs.
- Select LPs that are the least correlated on average with those already in the aggregator and exclude highly correlated LPs.
Our analysis suggests that aggregating a limited number of well-chosen LPs can be sufficient for achieving liquidity of high quality. In particular, onboarding LPs with a small mid price correlation and the removal of the most correlated ones from the aggregator could potentially lead to a tighter inside spread, while reducing exposure to liquidity recycling.
For more details, please contact
- Paris Pennesi, Managing Director, FX eRisk, HSBC: firstname.lastname@example.org
- Anna Senkevich, Associate, FX eRisk, HSBC: email@example.com
Paris is Managing Director and Head of Quant Strategies for Spot FX & Commodities for the electronic trading team, eRisk, at HSBC. Previously, he has worked at MAN AHL, JP Morgan and RBS, creating systematic investments strategies and algorithms for market making and execution across FX, Equities and Futures markets. He is also Honorary Associate Professor at UCL where he teaches Market Microstructure and had academic positions at London School of Economics and Cambridge University. He holds a PhD in Artificial Intelligence and a Master Degree in Electronic Engineering.
Anna SenkevichAnna is an Associate in Spot FX & Commodities, eRisk, HSBC. She holds a PhD and a Master of Research in Statistical Applied Mathematics from the University of Bath and a Master of Mathematics from the University of St Andrews.
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