“Helping our clients to analyse the different types of flow they have is great, but that’s not enough. They then need to build liquidity pools and pricing functions that are unique for each type of flow. They are usually used by institutional Forex traders to compare all prices that come from different liquidity locations as a way liquidity soft solutions forex to get a realistic view of the current structure of the market. This can be from ECNs, global banks, market makers or sources like Hotspot FX, FXall, Currenex etc.
What you will learn from this book
- This amalgamated liquidity pool serves as the lifeblood of the forex market, fueling trading activity and facilitating seamless execution for traders around the globe.
- OneZero looks at liquidity aggregation in a holistic manner, where liquidity provision generates data, which in turn is used to provide better or more bespoke liquidity provision.
- Highly recommended for anyone who is willing to better understand trading with liquidity providers.
- As a matter of fact, a lot of Forex traders nowadays are getting hooked up on FX aggregators.
- Computer algorithms allow customization of the price streams for both the liquidity provider and the receiving counterparty.
- Liquidity providers play a crucial role in the FX market by offering competitive pricing, rapid trade execution, and value-added services that enhance market stability and support trader success.
- For the company, it’s all about helping clients segment their flow and build a liquidity aggregation solution that provides a better outcome to all the different groups they service.
Newspaper speculation most often mention an increase of around PLN30bn of additional borrowing needs, which corresponds https://www.xcritical.com/ to roughly 1-1.5x the monthly supply of POLGBs at the moment. Also, a POLGBs auction is scheduled for today and MinFin will test market demand after weak demand last week, but at the same time bonds have been posting a bit higher yield since then. As discussed in the USD section above, when liquidity becomes a discriminating factor in FX, the euro can find some support in the crosses. Part of such support may come from the unwinding in Nordics FX positions that are generally traded vis-as-vis the euro. We remain on the lookout for any sharp underperformance of NOK, which is often a thermometer of FX liquidity conditions. Users of Forex aggregators can also take advantage of price arbitrage – the opportunities to instantly buy and then sell a security or currency at a higher price, thus making a nice quick profit in the process.
Revolutionizing Governance, Risk Management, and Compliance with Generative AI
Aside from the benefits in terms of profits, having a better perspective of the market’s depth and having access to the deepest possible liquidity is a big advantage to professional traders that execute millions in transactions every day. Liquidity aggregation significantly impacts various aspects of FX trading, including the spread between buying and selling rates and the speed of trade execution. Brokerage professionals need access to liquidity to meet their clients’ demands effectively. Ultimately, by providing its clients with this understanding, oneZero allows them the ability to maximise their liquidity function and optimise the risk and hedging potential of their portfolios. Foreign Exchange aggregators provide lightning speed order execution and more efficient routing of order based on specific rules.
Liquidity spillover in foreign exchange markets
An FX aggregator, also known as the Foreign Exchange aggregator is a software in Forex trading that is used in the execution of FX transactions in order to combine (aggregate) all the liquidity from different liquidity providers – hence the name. They enhance the order book, ensure swift execution of traders’ orders, and offer favorable trading conditions. Inadequate liquidity can result in significant losses, so partnering with reliable liquidity suppliers is crucial for traders to implement various strategies and achieve profitability. Liquidity providers in the forex market can be also classified into Tier-1 and Tier-2 suppliers. Both categories serve as market makers, offering liquidity, setting prices and commissions, and acting as counterparties in trades.
We recommend brokerage house managers keep this book handy and also forward this link to their colleagues in other departments, especially to those involved in dealing and risk management. In this comprehensive guide, we will delve into the mechanics of FX liquidity and explore the nuances of liquidity distribution within the FX market. Additionally, we will provide insights on how to identify and choose a trustworthy liquidity provider. Computer algorithms allow customization of the price streams for both the liquidity provider and the receiving counterparty. However, the Polish government is expected to today discuss an increase in the state budget deficit for this year following weaker tax revenues and higher flood-related spending.
![Liquidity aggregation in the FX 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)
Indeed, the performance since the weekend in G10 suggests there is both a liquidity component and more Trump hedges driving FX at the moment. The group of more liquid/less Trump-exposed currencies (USD, EUR, CHF and GBP) is outperforming those that are less liquid and more sensitive to protectionism (AUD, NZD, NOK and SEK). At the end, though the key to successful trading is not just an efficient partner company, or a super advanced trading tool, but also the dedication and passion to trading. This is due to the fact that an FX aggregator enables them to get faster and better results in terms of trading costs – related to both prices and efficiency in executing transactions. These aggregators also allow professional traders to interact and trade with other traders with the use of only 1 platform or API. The primary purpose of a Forex aggregator is to benefit from more favorable pricing and better order execution as well as to provide them to clients.
![Liquidity aggregation in the FX Market](data:image/jpeg;base64,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)
The advantages bestowed upon traders by liquidity aggregation are manifold, each contributing to a more efficient, competitive, and ultimately rewarding trading experience. On the US macro side, today’s release of September’s JOLTS job openings data can distract markets from election trades. The recent hawkish trend in the USD swap curve pricing can realistically be inverted only with evidence of a softening jobs market, meaning we would need to see job openings reversing the August jump from 7.7m to 8.0m. The calendar also includes the Conference Board Consumer Confidence index, which is expected to have inched higher in October, and September’s wholesale inventories. We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools. They provide transparency, efficiency, and improved pricing, which are all key benefits for retail and institutional traders alike.
This advanced software uses the latest low-latency technology to execute orders in the fastest possible way. Some of the solutions work on providing support for order sweeping, while other solutions connect the entire order to a single provider of liquidity. A liquidity provider can be chosen using an order routing algorithm that is featured in an aggregator.
However, an additional factor is the firm’s liquidity aggregation technology, which captures, manages and analyses the large amount of data that streams through the Hub, allowing clients to gain a better understanding of the flows they deal with. Because oneZeros liquidity aggregation technology captures, manages and analyses the data that flows through its Hub, its clients are able to gain a better understanding of the flows they deal with first hand. Unlike other aggregators, the data that flows through oneZero is recorded and analysed, and the results of that analysis are fed back in to improve the performance of the Hub.
With the rapid advancement of technology, the digital finance industry continues to evolve, opening up new opportunities for innovative liquidity providers. Traders investing across diverse markets rely heavily on dependable liquidity services coupled with robust risk management to achieve success. Given the myriad of available options, such as trading venues and payment services, selecting an experienced and reliable partner is crucial. Essentially, it combines various bid and ask quotes from different liquidity providers, such as banks, financial institutions, and sometimes other traders, to present the trader with the tightest spread available for a currency pair. In summary, within the vast realm of forex trading, liquidity aggregation shines as a beacon of innovation, reshaping the landscape and offering traders unparalleled opportunities. Aggregators usually provide two main functions; they allow FX traders to compare price from different liquidity venues such as banks-global market makers or ECNs like Currenex, FXall or Hotspot FX and to have a consolidated view of the market.
Additionally, oneZero now offers its Advanced Portfolio Risk Management Framework, which enables clients to efficiently route flows based on their classifications to distinct portfolios, so the most appropriate risk management strategies can be applied. Institutions that found themselves with systems buckling under the strain of ever-increasing tickets took notice of oneZero’s technology offering. “Our systems benefit institutional clients where the increased market speed and higher automation requirements in the past few years has really played to our advantage”, says Weisberg. Those that took the leap not only began to appreciate the speed of their new technology setup, but soon realised the ease with which they could customise liquidity and pricing functions for a wide number of use cases. As a whole, the FX aggregator is the provider of software solutions that are used for liquidity aggregation while supporting combinations of order types, tiered pricing, and currencies. Those who want to understand the mechanics of FX trading, the technology behind it, and to reach Level 80 in broker risk management.
![Liquidity aggregation in the FX 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)
The data is ultimately used to segment the liquidity flow and build liquidity pools that best suit clients’ different customer segments. To this end, oneZero actively works with clients to analyse the data emanating from their liquidity flows and finds ways to make the system more efficient. Well anchored in the retail market for some time, the company made the conscious decision in 2019 to open up the technology to the institutional space. The trading sector offers diverse liquidity solutions and technological providers, enabling investors and brokers to access trading instruments via intuitive interfaces. Liquidity providers play a crucial role in the FX market by offering competitive pricing, rapid trade execution, and value-added services that enhance market stability and support trader success.
![Liquidity aggregation in the FX Market](data:image/jpeg;base64,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)
This approach provides brokers with the opportunity to collaborate with numerous reliable financial companies offering liquidity. Additionally, liquidity consolidation offers significant benefits, such as independence from any specific financial market, making it a versatile and valuable process. LPs aggregate rates from major banks and hedge funds, displaying them in a broker’s order book to ensure seamless trading experiences. In electronic trading, liquidity aggregators have become a crucial component, especially in a fragmented and decentralized market like forex, where there is no single central exchange. OneZero looks at liquidity aggregation in a holistic manner, where liquidity provision generates data, which in turn is used to provide better or more bespoke liquidity provision. For the company, it’s all about helping clients segment their flow and build a liquidity aggregation solution that provides a better outcome to all the different groups they service.
They allow traders to trade with many participants using a single API or a single trading terminal. Forex aggregators are sophisticated software solutions that are mainly used by professional trading firms, brokerages, and other financial institutions as well as professional individual traders. Aggregation involves consolidating buy and sell offers for an asset from various sources we mentioned above and channeling them to executors. This process enables market participants, including traders and investors, to purchase trading assets at prices close to market value. To determine the best option, oneZero analyses, in real time, its clients’ flow and provides them with recommendations on how best to risk-manage it. “We are a company that provides both liquidity aggregation and analytics, and it’s important to understand that there’s a natural feedback loop between the two,” says Weisberg.
As a matter of fact, a lot of Forex traders nowadays are getting hooked up on FX aggregators. Depending on how long you have been in the trading business you may or may not have heard the term. Having implemented trading platforms with tens of brokers from around the globe, he gained knowledge of how different departments of brokerages operate from the technology perspective. Finally, some of the more popular companies that offer FX aggregators include Soft-FX Aggregator, Quotix, NEX (EBS), Thomson Reuters Aggregator, and Integral. I believe that everyone who reads this book will find it enjoyable and take away new information and meaningful insights into how the Forex market operates.
It is intended primarily for start-up brokers and those considering launching an FX/CFD or even a crypto brokerage, and for brokerage house employees wanting to increase their market knowledge. Liquidity zones in the FX market provide traders with insights into price interest areas, facilitating anticipation of potential price movements and refinement of trading strategies. However, achieving consistent success requires a comprehensive understanding of the market context and the integration of multiple forms of analysis. Aggregating liquidity from multiple sources not only enhances trading efficiency but also fosters the development of a broker’s ecosystem.
A liquidity aggregator is a system or platform that collects (aggregates) liquidity from multiple sources to provide traders with the best possible prices for buying and selling currencies. Liquidity aggregator refers to technology that allows participants to simultaneously obtain streamed prices from several liquidity providers/pools. A foreign exchange aggregator or FX Aggregator is a class of systems used in Forex trading to aggregate the liquidity from several liquidity providers.
Highly recommended for anyone who is willing to better understand trading with liquidity providers. It allows participants to trade without causing significant fluctuations in currency values. Selecting the right liquidity aggregator is a decision of paramount importance, one that can significantly impact a trader’s success and profitability. To navigate this critical decision-making process, traders should consider a myriad of factors, each serving as a compass guiding them toward the optimal choice.
In the dynamic landscape of financial markets, brokers stand at the forefront, facilitating trades and enabling investors to… Overall, we see that the CEE region remains under pressure and, as mentioned earlier, we don’t expect much change here pending the outcome of the US election. Overall though, the focus remains on EUR/HUF, which closed at new highs yesterday, heading slowly towards 405. EUR/PLN will be watched as the market accepts the increase in the state budget deficit and the outcome of the POLGBs auction. In our latest FX-US election note, we discussed the risk of a liquidity dry-up into 5 November as the binary nature of the vote could trigger wider deleveraging across the currency market.