{"id":37389,"date":"2023-10-24T21:46:26","date_gmt":"2023-10-24T21:46:26","guid":{"rendered":"https:\/\/illinoiscasinos.net\/?p=37389"},"modified":"2024-09-23T08:06:50","modified_gmt":"2024-09-23T08:06:50","slug":"high-frequency-trading-in-crypto-markets-arbitrage","status":"publish","type":"post","link":"https:\/\/illinoiscasinos.net\/index.php\/2023\/10\/24\/high-frequency-trading-in-crypto-markets-arbitrage\/","title":{"rendered":"High Frequency Trading in Crypto Markets: Arbitrage in Milliseconds"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">The Advent of HFT strategies in Crypto<\/a><\/li>\n<li><a href=\"#toc-1\">What are some common algorithmic trading strategies used in high frequency crypto trading?<\/a><\/li>\n<li><a href=\"#toc-2\">Factors to Consider When Selecting the Right High Frequency Trading Firm<\/a><\/li>\n<li><a href=\"#toc-3\">High Frequency Trading Firms For Crypto: Top 5 Essential Factors To Consider<\/a><\/li>\n<li><a href=\"#toc-4\">Crypto Trade Data: Accessing Tickers, Volume, and Best Bid\/Ask Pricing<\/a><\/li>\n<li><a href=\"#toc-5\">How Liquidity Crisis impact markets micro- and macro-structure<\/a><\/li>\n<li><a href=\"#toc-7\">Who are the major trading exchanges and what is traded?<\/a><\/li>\n<\/ul>\n<\/div>\n<p>Most HFT operations but not all of them have some mutually shared characteristics with algorithmic trading. Additionally, HFT is known to be used by professional traders who have a comprehensive understanding of the market\u2019s behaviors and appropriately respond to them. Moreover, HFTs are mainly using real-time data feed through API integrations and automate the process of order submission and order management. We could add the <a href=\"https:\/\/www.xcritical.com\/blog\/high-frequency-trading-hft-what-it-is-and-how-it-works\/\">crypto high frequency trading<\/a> use of direct-to-market access and no human intervention.<\/p>\n<h2 id=\"toc-0\">The Advent of HFT strategies in Crypto<\/h2>\n<p>Considering that now around 150 hedge funds are actively trading across different cryptocurrencies, Algorithmic Trading (AT) and HFT are becoming more and more relevant. To that end, I got the sense that Hon feels that decentralized exchanges need to catch up to their <a href=\"https:\/\/www.xcritical.com\/\">https:\/\/www.xcritical.com\/<\/a> centralized counterparts in terms of the user experience and quality of execution. My impression is that part of his current firm\u2019s goal is to bridge the current gap between centralized and decentralized exchanges. My curiosity brought me to a conversation with Keone Hon, CEO of Monad Labs.<\/p>\n<h2 id=\"toc-1\">What are some common algorithmic trading strategies used in high frequency crypto trading?<\/h2>\n<p>In today\u2019s trading landscape, HFT has transformed bustling trading floors into data-centric hubs, highlighting the increasingly dominant role of technology in modern finance. We have previously been covering the large scale cryptocurreny adoption on Wall Street. Things now appear to be getting that much more interesting as a number of High Frequency Trading (HFT) firms are entering the fray. For example, MongoDB Atlas tracks key resource utilization metrics in real-time and adjusts cluster sizes up or down as needed. For example, if a large impending buy order on Coinbase Pro is detected, an HFT firm can simultaneously buy BTC on another exchange beforehand, anticipating the price impact. Moreover, during periods of intense volatility, a reduction in HFT activities can exacerbate the situation by creating gaps in the order book, leading to a liquidity shortfall.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"crypto high frequency trading\"\/><\/p>\n<h2 id=\"toc-2\">Factors to Consider When Selecting the Right High Frequency Trading Firm<\/h2>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"crypto high frequency trading\"\/><\/p>\n<p>In this article, we looked at how HFT uses special algorithms and strategies to be faster and more competitive. We discussed things like fast connections, the need to be close to trading centers, and how markets work. With faster trade speeds, traders can react quicker to market changes. Quick trade speeds also mean orders happen at the right prices, cutting losses and upping gains. The speed at which trades happen can drastically impact market results.<\/p>\n<h2 id=\"toc-3\">High Frequency Trading Firms For Crypto: Top 5 Essential Factors To Consider<\/h2>\n<p>The market is deeper, which makes trading more efficient and less risky. For example, a trader buys BNB coins at the asking price of $150 and then sells them at the bid price of $153. The trader makes a profit of approximately $3 by taking advantage of the spread order.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"308px\" alt=\"crypto high frequency trading\"\/><\/p>\n<h2 id=\"toc-4\">Crypto Trade Data: Accessing Tickers, Volume, and Best Bid\/Ask Pricing<\/h2>\n<p>High-frequency traders must leverage the best solutions to minimize slippage. The authors used six different algorithms and showed that they were able to predict whether the price would go up or down the next day with almost 99% accuracy. Multidimensional analysis and impulse analysis are used in Garcia and Schweitzer (2015) to analyze trading strategies for Bitcoin. The results reveal temporal patterns in the Bitcoin network, and a relationship between Bitcoin returns and emotional valence and opinion polarization from Twitter posts. The authors were able to achieve significant profits when incorporating these factors into a trading strategy. The content of this article (the \u201cArticle\u201d) is provided for general informational purposes only.<\/p>\n<h2 id=\"toc-5\">How Liquidity Crisis impact markets micro- and macro-structure<\/h2>\n<ul>\n<li>Charts is a data visualization tool that makes it easy to create, share, and embed visualizations from Atlas and Atlas Data Federation.<\/li>\n<li>High-frequency trading relies on trading bots, which are given access to a variety of trading platforms.<\/li>\n<li>By far, the most appealing advantage of HFT is that it is an effective way to add value to market liquidity.<\/li>\n<li>CoinAPI provides tools to succeed in high-frequency crypto trading for those in financial services, hedge funds, asset management industries, and more.<\/li>\n<li>The risk can be mitigated with several strategies \u2013 one of which is stop-loss order, which will ensure that a trader\u2019s position will close at a specific price and prevent further loss.<\/li>\n<\/ul>\n<p>By opening multiple orders in such little time, traders are engaging in high-speed trading. HFT leverages high-frequency financial data and advanced, highly sophisticated electronic trading tools. With them, it can analyze the market and execute orders automatically. Cryptocurrency trading bots allow traders to build and customize trading strategies based on a specific predefined set of parameters and then with full automation, execute their trades. For high-frequency crypto trading strategies to be effective, simultaneous access and trading on multiple crypto exchanges are essential.<\/p>\n<h2 id=\"toc-6\">The Risks and Rewards of High-Frequency Crypto Trading<\/h2>\n<p>Bitcoin and Ethereum are the top two cryptocurrencies where HFT-style trading method dominates. Many industry experts have called for reforms to create fairer market microstructure and trading practices in cryptocurrencies. Detecting large pending buy\/sell orders allows HFTs to incorporate that directional information into their trading strategies.<\/p>\n<p>For example, a spoofer could place one large order and cause a change in the prices. Then, the spoofer places a different order taking advantage of the price change. The original order which caused the false impression of demand is subsequently canceled, though not before the spoofer has made a profit. In fragmented markets, real-time investigation of different accessible order execution venues and of available order limits and quotes can improve execution final results. Smart order routing (SOR) systems enable traders to access multiple liquidity pools simultaneously to identify the best order routing destination and to optimize order execution.<\/p>\n<p>These momentum based returns are also found to be less correlated with the returns of the S&amp;P 500, and thus Bitcoin could be used to diversify portfolios containing only traditional assets. A momentum trader always goes with the flow of the current cryptocurrency market sentiment, using the general trajectory of a trending cryptocurrency to try to make a profit. Momentum traders also trade around big events or mainstream news likely to impact a cryptocurrency&#8217;s price. High frequency trading strategies aims to take advantage of the small price difference that occurs as the crypto market changes, HFT does this by placing numerous orders in a very short period of time.<\/p>\n<p>In summary, understanding HFT is key to knowing today\u2019s market trends. The comparison with old ways shows how much tech and strategy have evolved in crypto trading. HFT changes markets a lot; it affects how much trading happens, how prices move, and how prices are found. By doing a lot of trades fast, HFT companies make markets work better. The automated algorithm attempts to execute transactions to earn small profits from the spread within a few seconds or minutes.<\/p>\n<p>Market making is one approach that is commonly used by institutional traders who speculate on the spread. They use large capital to place both bids and asks in the same market. That allows them to benefit from the entire spread, which increases liquidity. Cryptocurrency trading platforms might collaborate with multiple market makers to provide liquidity, allowing the market to stay in good condition. Spoofing is the use of HFT algorithms in order to create a false presence of high or low demand in the market. Since a big number of orders can be placed in a short timeframe, traders using the technology can create a sense of false demand and use it to their advantage.<\/p>\n<p>HFT is a trading method that uses powerful computer programs to transact a high volume of orders quickly, sometimes in fractions of a second. Using complex algorithms, HFT analyzes multiple markets and executes orders based on market conditions. Traders with the fastest and most accurate execution speeds usually generate more profit than those with slower ones. High-frequency trading has been used in traditional equities trading since the 1980s and grew in popularity in the early 2000s. This makes their trades faster and often more profitable than those using old methods. When traders use this method, they can earn money from the difference between the bid and ask prices, also known as the spread.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content The Advent of HFT strategies in Crypto What are some common algorithmic trading strategies used in high frequency crypto trading? Factors to Consider When Selecting the Right High Frequency Trading Firm High Frequency Trading Firms For Crypto: Top 5 Essential Factors To Consider Crypto Trade Data: Accessing Tickers, Volume, and Best Bid\/Ask Pricing How [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[124],"tags":[],"_links":{"self":[{"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/posts\/37389"}],"collection":[{"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/comments?post=37389"}],"version-history":[{"count":1,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/posts\/37389\/revisions"}],"predecessor-version":[{"id":37390,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/posts\/37389\/revisions\/37390"}],"wp:attachment":[{"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/media?parent=37389"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/categories?post=37389"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/tags?post=37389"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}