In this post, I'm going to explore machine learning algorithms for time-series analysis and Here is how it works: I simulated a trading strategy by using only two.
Table of contents
- AI and Machine Learning for Predictive Trading - Part 1
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- Machine Learning, Deep Learning, and Artificial Intelligence
- AI and Machine Learning Gain Momentum with Algo Trading & ATS Amid Volatility
In the next section of the Python machine learning tutorial, we will look int test and train sets. First, let us split the data into the input values and the prediction values. Note the column names below in lower-case. In this example, to keep the Python machine learning tutorial short and relevant, I have chosen not to create any polynomial features but to use only the raw data.
AI and Machine Learning for Predictive Trading - Part 1
If you are interested in various combinations of the input parameters and with higher degree polynomial features, you are free to transform the data using the PolynomialFeature function from the preprocessing package of scikit learn. Now, let us also create a dictionary that holds the size of the train data set and its corresponding average prediction error. I want to measure the performance of the regression function as compared to the size of the input dataset.
In other words, I want to see if by increasing the input data, will we be able to reduce the error. For this, I used for loop to iterate over the same data set but with different lengths. The purpose of these numbers is to choose the percentage size of the dataset that will be used as the train data set. Then I divided the total data into train data, which includes the data from the beginning till the split, and test data, which includes the data from the split till the end.
The reason for adopting this approach and not using the random split is to maintain the continuity of the time series. After this, we pull the best parameters that generated the lowest cross-validation error and then use these parameters to create a new reg1 function which will be a simple Lasso regression fit with the best parameters. Now let us predict the future close values. To do this we pass on test X, containing data from split to end, to the regression function using the predict function. We also want to see how well the function has performed, so let us save these values in a new column.
As you might have noticed, I created a new error column to save the absolute error values. Then I took the mean of the absolute error values, which I saved in the dictionary that we had created earlier. I created a new Range value to hold the average daily trading range of the data. It is a metric that I would like to compare with when I am making a prediction. Please note I have used the split value outside the loop. This implies that the average range of the day that you see here is relevant to the last iteration. At the end of the last section of the Python machine learning tutorial, I asked a few questions.
Now, I will answer them all at the same time. This was the first question I had asked. To know if your data is overfitting or not, the best way to test it would be to check the prediction error that the algorithm makes in the train and test data. First, let me begin my explanation by apologizing for breaking the norms: going beyond the 80 column mark.
Our algorithm is doing better in the test data compared to the train data. This observation in itself is a red flag. There are a few reasons why our test data error could be better than the train data error:. Now, let us check which of these cases is true. So, giving more data did not make your algorithm works better, but it made it worse.
In time-series data, the inherent trend plays a very important role in the performance of the algorithm on the test data. As we saw above it can yield better than expected results sometimes. The main reason why our algo was doing so well was the test data was sticking to the main pattern observed in the train data. So, if our algorithm can detect underlying the trend and use a strategy for that trend, then it should give better results.
I will explain this in more detail:. We can divide the market into different regimes and then use these signals to trim the data and train different algorithms for these datasets. To achieve this, I choose to use an unsupervised machine learning algorithm.
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From here on, this Python machine learning tutorial will be dedicated to creating an algorithm that can detect the inherent trend in the market without explicitly training for it. Then we fetch the OHLC data from Google and shift it by one day to train the algorithm only on the past data. In the above code, I created an unsupervised-algo that will divide the market into 4 regimes, based on the criterion of its own choosing.
We have not provided any train dataset with labels like in the previous section of the Python machine learning tutorial. Next, we will fit the data and predict the regimes. Then we will be storing these regime predictions in a new variable called regime. Then, create a dataframe called Regimes which will have the OHLC and Return values along with the corresponding regime classification. This graph looks pretty good to me.
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Without actually looking at the factors based on which the classification was done, we can conclude a few things just by looking at the chart. But the question of implementing a successful strategy is still unanswered. If you want to learn how to code a machine learning trading strategy then your choice is simple:. This is your last chance. After this, there is no turning back. You take the blue pill —the story ends, you wake up in your bed and believe that you can trade manually.
You take the red pill —you stay in the Algoland, and I show you how deep the rabbit hole goes.
Machine Learning, Deep Learning, and Artificial Intelligence
There are a number of sites which host ML competitions. Some of the popular ML competition hosting sites include:. This course is authored by Dr. Ernest P. Chan and demystifies the black box within classification trees, helps you to create trading strategies and will teach you to understand the limitations of your models. This course consists of 7 sections from basic to advanced topics.
Disclaimer: All data and information provided in this article are for informational purposes only.
All information is provided on an as-is basis. By Varun Divakar In recent years, machine learning, more specifically machine learning in Python has become the buzz-word for many quant firms.
AI and Machine Learning Gain Momentum with Algo Trading & ATS Amid Volatility
But Why Machine Learning in Python? To know more about Python numpy click here pip install pandas pip install pandas-datareader pip install numpy pip install sklearn pip install matplotlib Before we go any further, let me state that this code is written in Python 2. I also want to monitor the prediction error along with the size of the input data. Creating Hyper-parameters Although the concept of hyper-parameters is worthy of a blog in itself, for now I will just say a few words about them.

Splitting the data into test and train sets First, let us split the data into the input values and the prediction values. Hint: It is a part of the Python magic commands for t in np. Making the predictions and checking the performance Now let us predict the future close values. Now it's time to plot and see what we got. Some food for thought What does this scatter plot tell you?
Let me ask you a few questions. Is the equation over-fitting? The performance of the data improved remarkably as the train data set size increased. In fact, it is very difficult to present an algorithm with high PR and RR at the same time. Therefore, it is necessary to measure the classification ability of the ML algorithm by using some evaluation indicators which combine PR with RR. F1 is a more comprehensive evaluation indicator.
Here, it is assumed that the weights of PR and RR are equal when calculating F1, but this assumption is not always correct. It is feasible to calculate F1 with different weights for PR and RR, but determining weights is a very difficult challenge. Its horizontal axis is FU rate and its vertical axis is TU rate. Each point on the curve represents the proportion of TU under different FU thresholds [ 36 ].
AUC reflects the classification ability of classifier. The larger the value, the better the classification ability. Performance evaluation indicator is used for evaluating the profitability and risk control ability of trading algorithms. WR is a measure of the accuracy of trading signals; ARR is a theoretical rate of return of a trading strategy; ASR is a risk-adjusted return which represents return from taking a unit risk [ 37 ] and the risk-free return or benchmark is set to 0 in this paper; MDD is the largest decline in the price or value of the investment period, which is an important risk assessment indicator.
Using historical data to implement trading strategy is called backtesting. In research and the development phase of trading model, the researchers usually use a new set of historical data to do backtesting. Furthermore, the backtesting period should be long enough, because a large number of historical data can ensure that the trading model can minimize the sampling bias of data.
We can get statistical performance of trading models theoretically by backtesting. In this paper, we get trading signals for each stock. In this part, we use the backtesting algorithm Algorithm 2 to calculate the evaluation indicators of different trading algorithms. In order to test whether there are significant differences between the evaluation indicators of different ML algorithms, the benchmark indexes, and the BAH strategies, it is necessary to use analysis of variance and multiple comparisons to give the answers.
The level of significance is 0. It is worth noting that any evaluation indicator of all trading algorithm or strategy does not conform to the basic hypothesis of variance analysis.
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That is, it violates the assumption that the variances of any two groups of samples are the same and each group of samples obeys normal distribution. Therefore, it is not appropriate to use t-test in the analysis of variance, and we should take the nonparametric statistical test method instead. In this paper, we use the Kruskal-Wallis rank sum test [ 38 ] to carry out the analysis of variance. If the alternative hypothesis is established, we will need to further apply the Nemenyi test [ 39 ] to do the multiple comparisons between trading strategies.
The WR of NB is the greatest in all trading strategies. The MDD of the benchmark index is the smallest in all trading strategies. Therefore, there are statistically significant differences between the AR of all trading algorithms. Therefore, we need to make multiple comparative analysis further, as shown in Table 5.