Machine Learning and Deep Learning Algorithm Trading, Skip-Gram Architecture Using TensorFlow 2

Today’s financial markets are complex and rapidly changing. In this environment, machine learning and deep learning have established themselves as useful tools for enhancing trading strategies, enabling better predictions, and executing trades automatically. In this course, we will explore how to learn patterns from financial data using one of the deep learning algorithms, the Skip-gram model, and how to implement algorithmic trading based on this.

1. Understanding Machine Learning and Deep Learning

1.1 What is Machine Learning?

Machine learning is a technology that enables predictions about new data by learning patterns from existing data. Algorithms learn from data and build predictive models to solve various problems. Stock trading is one of the fields where such machine learning techniques can be effectively applied.

1.2 The Necessity of Deep Learning

Deep learning excels at processing data and recognizing complex patterns using artificial neural networks. With the advancement of large-scale datasets and powerful computational capabilities, deep learning is being used in image recognition, natural language processing, and financial market analysis.

2. Overview of the Skip-gram Model

The Skip-gram model is a form of the Word2Vec algorithm used to learn the relationships between words and their contexts. It predicts surrounding words from a given word, which can be applied not only in natural language processing but also in recognizing patterns in financial data. The Skip-gram model transforms high-dimensional data into lower-dimensional representations to generate meaningful vector representations.

2.1 How the Skip-gram Works

Skip-gram is a model that predicts surrounding words when a specific word is given. For example, from the word “stock,” it can predict words like “trade,” “price,” and “volatility.” It identifies closely related words and maps them to a vector space.

3. Applying Skip-gram to Financial Data

The method of applying the Skip-gram model to financial data is as follows. First, a stock trading dataset must be used as input for the model. The data may include stock prices, trading volumes, and textual data such as news articles. This helps in understanding the characteristics of stocks or related issues.

3.1 Data Preparation

Collect stock price data and related textual data, and refine it to create a training dataset. This process requires handling missing values, normalization, and feature engineering. For example, analyzing the correlation between variables and selecting important features is crucial.

3.2 Implementing the Skip-gram Model

Now, let’s implement the Skip-gram model using TensorFlow 2. Below is basic code to create the Skip-gram model:


import tensorflow as tf
from tensorflow.keras.preprocessing.text import Tokenizer
from tensorflow.keras.preprocessing.sequence import skipgrams
import numpy as np

# Data preparation
sentences = ["Stocks have volatility", "Stocks with increasing volume gain attention"]
tokenizer = Tokenizer()
tokenizer.fit_on_texts(sentences)
word_index = tokenizer.word_index

# Create Skip-grams
pairs, labels = skipgrams(tokenizer.texts_to_sequences(sentences)[0], vocabulary_size=len(word_index)+1, window_size=2)

print("Pairs:", pairs)
print("Labels:", labels)

4. Model Training and Evaluation

To train the Skip-gram model, we optimize the model by adjusting tunable parameters from the given data. We set the loss function and optimization algorithm, and determine an appropriate number of epochs to train the model. Then, we evaluate the model’s performance with validation data.

4.1 Building the Model

Now, let’s look at how to build a Skip-gram model using artificial neural networks:


from tensorflow.keras.layers import Embedding, Input, Dot, Reshape
from tensorflow.keras.models import Model

embedding_dim = 100

# Input layers
input_word = Input((1,))
input_context = Input((1,))

# Embedding layers
word_embedding = Embedding(input_dim=len(word_index)+1, output_dim=embedding_dim, input_length=1)(input_word)
context_embedding = Embedding(input_dim=len(word_index)+1, output_dim=embedding_dim, input_length=1)(input_context)

# Dot Product
dot_product = Dot(axes=2)([word_embedding, context_embedding])
reshape = Reshape((1,))(dot_product)

# Define the model
model = Model(inputs=[input_word, input_context], outputs=reshape)
model.compile(optimizer='adam', loss='binary_crossentropy')

5. Application in Algorithmic Trading

Based on the Skip-gram model we have learned, we can develop stock trading algorithms. By utilizing the model’s output, we can generate buy and sell signals for specific stocks, creating an automated trading system based on these signals. Decisions to buy and sell are made based on the embeddings generated by the model.

5.1 Designing Trading Strategies

When designing trading strategies, consider the following elements:

  • Signal generation: Create buy and sell signals through the outputs of the Skip-gram model.
  • Position management: Decide to hold after buying for a fixed period or determine the selling point.
  • Risk management: Set rules for limiting losses and realizing profits.

5.2 Backtesting

We conduct backtesting to validate the effectiveness of the trading strategy designed. Using historical data, we simulate the strategy and analyze performance metrics such as profit-loss ratios and maximum drawdown.

5.3 Real-time Trading

Once the model’s performance is confirmed, we can build a system that executes trades automatically through real-time data streaming. This requires connecting with exchanges using APIs.

6. Conclusion

In this course, we explored the basic concepts of machine learning and deep learning algorithmic trading, as well as the Skip-gram architecture using TensorFlow 2. To understand the complexities of financial markets and make data-driven decisions, it is essential to utilize machine learning technologies in trading strategies. We encourage further research and experimentation with various algorithms based on this knowledge.

7. References