Compared to other languages, it’s easier to fix new modules to Python and make it expansive. And because of the existing modules, it’s easier platform as a service for traders to share functionality between different programs. Beyond the corporate realm, CERN and NASA both make use of Python.
Best Algorithmic Trading Platforms for 2022 – Business 2 Community
Best Algorithmic Trading Platforms for 2022.
Posted: Sun, 02 Oct 2022 07:00:00 GMT [source]
Backtesting a strategy on historical data to determine our strategy’s performance — We’ll see how to generate full reports, as well as plots to visualize our bot’s simulated trades. Once you’re happy with your Python trading bot, the next step is to deploy it for virtual trading using Trality, and we walk you through the simple steps below. As you can see from the code below, we will need to add our new feature annotation “@parameter” on top of the initializer. To use the @parameter annotations, we then need to add the params object to the functions and to the indicators. Because of its analytics tools, Python is widely used in quantitative trading. Thanks to libraries such as Pandas, Python users benefit from easier data visualization and sophisticated statistical calculations.
Advantages Of Python For Algorithmic Trading
Just think of the flex that Python has from being used to streamline space shuttle mission design. If it can be used quickly, efficiently, and accurately to send large, heavy, metallic objects into space , then it is certainly up to the challenge of creating a profitable algorithmic trading system. It allows traders to use multiple strategies at one time, as well as having a consistent trading plan.
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)
There is a risk that any fault with the algorithm or internet connectivity problems could lead to orders not being placed, duplicate orders being actioned, or even erroneous positions being taken. Complex mathematical calculations that would be too difficult for traders to perform themselves are done within seconds on a computer. It depends on either the language you know or which languages you wish to learn. Stack Exchange network consists of 182 Q&A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers. We get a full report that contains the results of all our trades during the specified period.
According to research done in 2020, there were nearly 1,500 Python jobs, with 14 other Python programmers chasing each one. Big players such as Citigroup now offer Python coding classes to banking analysts and traders as a part of their continuing education initiatives. For many of the reasons mentioned earlier in this article, Python has a great deal to offer traders as well as analysts and researchers. Algo traders can perform portfolio profiling by using QuantStats, which enables users to better understand their performance via risk metrics and analytics. Now, anyone with Python knowledge and an internet connection can design and implement sophisticated trading algorithms. Until relatively recently, if you weren’t working at one of the big financial investment institutions, then you just didn’t have access to algorithmic trading.
Step 1: Define Handler Functions
Wintermute is a hyper-growth highly profitable proprietary trading business. We are backed by Lightspeed, Pantera Capital, Sino Global Capital, Blockchain.com Ventures, Avon Ventures by Fidelity Investments, DeFi Alliance and other top tier investors. Learn more about our team and culture on our website and Evgeny’s post here. Rust’s rich type system and ownership model guarantees memory-safety and thread-safety deterministically — eliminating many classes of bugs at compile-time. On GNU/Linux (and hence other Unix-like systems) you could use Qtstalker, which “…is 100% free software, distributed under the terms of the GNU GPL.” Still under heavy development and in early stages but has lots of features and could quickly put a strategy to test in the cryptocurrency makets, connected with CCXT library.
If you don’t understand your strategy, chances are on any external modification of regulation or regime shift, your strategy will start behaving abnormally. A very important concept that affects the performance of the backtest is bias. You should learn about optimization bias, look-ahead bias, psychological tolerance, and survivorship bias. Object-Oriented Programming —As a quant analyst, you should make sure you are good at writing well-structured code with proper classes defined. You must learn to use objects and their methods while using external packages like Pandas, NumPy, SciPy, and so on.
Lastly, we will set a take-profit at 5% and trailing stop-loss at 10% to protect our portfolio. In other words, hitting the take-profit should be a high probability event, and hitting the trailing stop-loss should be a low probability event. If you need online tools for analytics, statistics, and scientific graphing libraries for Python, then Plotly is your answer. Modifying candlestick charts to include volume, for example, can be done in one of two ways with Plotly .
- Below we run through a number of popular libraries based on their purpose, from data collection, data manipulation, and plotting to technical analysis, machine learning, and backtesting.
- An algorithmic strategy for high-frequency trading is called scalping.
- And because of the existing modules, it’s easier for traders to share functionality between different programs.
- Compared to other languages, it’s easier to fix new modules to Python and make it expansive.
- Always start by running a trading bot in a Dry-run and don’t use real money until you understand how freqtrade works and the profit/loss you expect.
- The language out of the box is not without its drawbacks however, especially in the context of implementing large performance-critical systems.
We call these annotated functions handlers, but you can name them whatever you want. The second argument will always receive the symbol data for the interval that you specified. In this particular bot, we trade on two intervals as we use 1 day candles and 1 hour candles.
Python Libraries For Technical Analysis
However, we encourage you to test your bot in virtual trading first in order to see how the strategy performs in real-world conditions, but without any risk to your finances. As shown in the backtest results above, the MDD for the specified period of our Python trading strategy is 6.35%. In other words, our strategy’s maximum observed loss from a peak was 6.35%. This result was achieved as the trailing stop-loss in our Python strategy limits the maximum drawdown. Parallelization and Python’s tremendous computational power endow your portfolio with scalability.
![Python trading software](data:image/jpeg;base64,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)
can be implemented to test a trader’s algorithmic strategy against historical data, in order to improve its accuracy, overall helping to minimise the potential risk. When trading the forex market, the efficiency of algorithmic trading online means fewer hours spent monitoring the markets, as well as lower costs to carry out the trades. Algorithmic trading can also be useful when hedging trades, in particular, spot contracts, where foreign currencies are bought or sold for instant delivery.
Python Libraries For Data Visualization
Sell reason stats This report shows us the performance of the sell reasons. Based on our strategy, we only used the sell signal, so we only have 1 row. Generally, we could also sell for other reasons such as accepted Return On Investment and stop-loss. This article is for educational purposes only, and we do not advise you to do anything with it.
It’s relatively easy to learn and easy to use, making it both beginner- and user-friendly due to its shallow learning curve. It’s simplified, uncomplicated syntax means that it’s closer to natural language, making writing and execution much faster than the alternatives. And its ease of maintenance means that you’re not wasting time working your way through unnecessary documentation. QuantConnect and Quantopian were the first algorithmic trading platforms that became available and they are the most advanced .
Pros And Cons Of Python For Algorithmic Trading
Rust is a multi-paradigm programming language designed for performance and safety, especially safe concurrency. Rust is blazingly fast and memory-efficient (comparable to C and C++) with no runtime or garbage collector. It can power mission-critical systems, run on embedded devices, and easily integrates with other languages.
The output of the help command shows all possible freqtrade commands. In this series, we are exploring the most important commands and how to use them. Algorithmic or Quantitative trading can be defined as the process of designing and developing statistical and mathematical trading strategies. The Sharpe ratio is one of the most popular risk-return measures used in trading, providing investors with a better understanding of the return of an investment compared to its risk. It’s obtained by calculating the difference between the returns of the investment and the risk-free return, divided by the standard deviation of the investment (i.e., its volatility). Trality’s Bot Code Editor is completely FREE to use for virtual trading.
You should learn to resample or reindex the data to change the frequency of the data, from minutes to hours or from the end of day OHLC data to end of week data. One of the most important packages in the Python data science stack is undoubtedly Pandas. You can accomplish almost all major tasks using the functions defined in the package.
I’d like to thank the developers for their effort in creating such an fantastic tool for all of us to use. The –indicators1 option defines the indicators we want to plot, namely fast_MA and slow_MA. These must be defined inside the strategy specified with the -s option. This tells docker-compose to pull the freqtrade Docker image that contains the correct plotting libraries. Comparing to buy and hold Just holding ETH, i.e., converting our entire stack of BTC to ETH at the beginning of the testing period, we would gain 24.93% , but this is not something we can generally expect.
For people new to algorithmic trading, Python code is readable and accessible. Unlike other coding languages, there’s simply less of it, which means that trading with Python requires fewer lines of code due to the availability of extensive libraries. Whether a computer language or a foreign language, learning any new language is hard work, but Python is different.
Learn to plot cumulative strategy returns and study the overall performance of the strategy. Data Structures— some of the most important pythonic data structures are lists, dictionaries, NumPy arrays, tuples, and sets. I’ve collected a few examples in the linked article for you to learn these.
Python And Debugging
This function populates our buy signal, which is triggered when the fast_MA crosses above the slow_MA in our strategy. The function definitions in this class use type hinting to define argument and return value types. Notice that we are passing a dataframe as an argument, manipulating it, then returning it. Working with dataframes in this way is what all of our functions will be doing. Here, we calculate the indicators needed by our strategy to produce buy/sell signals. Firstly, we need to create a new strategy file that will hold the logic behind our buy/sell signals.
Cython has addressed a lot of these issues, offering all the advantages of a statically typed language, embedded into Pythons rich ecosystem of software libraries and developer/user communities. Our system models margin leverage and margin calls, cash limitations, transaction costs. It’s 20x faster than Zipline and runs on any asset class or market. We provide tick, second or minute data in Equities and Forex for free. To see what else you can do with plot-dataframe, run docker-compose run –rm freqtrade plot-dataframe -h or visit the relevant docs. I’m usually looking for strategies that make about ten trades per day.