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Explain Decision Trees And Random Forests In Machine Learning

In this blog, we will explore decision trees and random forests, explaining their workings and advantages. For more, read this blog post.

Explain Decision Trees And Random Forests In Machine Learning

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Last updated on 11th Jul 2024 15.27K Views
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In this blog, we will explore decision trees and random forests, explaining their workings and advantages. For more, read this blog post.

Decision Trees and random forests in Machine Learning

Machine learning offers a plethora of algorithms to solve various problems in predictive modelling and data analysis. Among these algorithms, decision trees and random forests are particularly popular due to their versatility, ease of understanding, and robust performance across many tasks. In this web blog, we will have a look at both decision trees and random forests, explaining how they work, their advantages, and their use cases in the field of Machine Learning and Deep Learning.

Introduction

A Decision Tree is a legit flowchart. It resembles as a tree structure where an internal node represents a feature (or attribute), the branch represents a decision rule, and each leaf node represents the outcome. The topmost node in a decision tree is referred as the ‘root node’. It learns to partition based on the attribute value. It partitions the tree in a manner that similar types of outcomes are grouped. Well, in this each internal node of the tree corresponds to an attribute, and the branches from the nodes are the possible values that the attribute can take in the dataset. A decision in the tree is made at each node, aiming to split the data into homogeneous subsets regarding the target variable. This homogeneity is often measured by metrics known as “Gini” impurity or entropy for classification tasks and variance reduction for regression.

Let's now proceed further, and have a look at how actually Decision Trees work.

How do Decision Trees work?

To build a decision tree, the algorithm begins at the root node and splits the data on the feature that results in the most significant Information Gain (IG). Information gain is calculated based on the decrease in entropy after a dataset is split on an attribute. Constructing the decision tree continues recursively on each derived subset in a greedy manner called recursive partitioning. The recursion is completed when the node includes samples of all of the same class or when splitting no longer adds value to the predictions.

This process of training a decision tree is straightforward but powerful. However, it often leads to over-fitting, where the model learns not only the underlying patterns in the data but also the noise. Thus, it performs well on training data but poorly on unseen data.

What refers to Random Forests & how it works?

Random forests are an ensemble learning method that operates by constructing a multitude of decision trees at training time and outputting the class that is the mode of the classes (classification) or mean prediction (regression) of the individual trees. Random decision forests correct for decision trees' habit of over-fitting to their training set.

The underlying principle of random forests is simple yet effective: combine multiple decision trees to get a more accurate and stable prediction. Each tree in the forest is built from a sample drawn with replacement (i.e., a bootstrap sample) from the training set. Furthermore, when splitting a node during the construction of the tree, the best split is found either from all input features or a random subset of size kkk. The process injects randomness into the model, hence the name "Random Forest".

The power of random forests comes from the fact that a large number of relatively uncorrelated models (trees) operating as a committee will outperform any of the individual constituent models. The randomness leads to a low correlation between models, and more trees in the forest lead to higher accuracy. The ensemble approach reduces the risk of over-fitting, making random forests a robust and widely applicable model that performs well on most tasks without the need for fine-tuning hyper-parameters.

Know the advantages of Decision Trees and Random Forests

  • Decision trees are easy to understand and interpret, making them attractive for operational use where transparency is important.
  • Both algorithms can handle non-linear relationships effectively, which many linear models cannot do.
  • They can address both classification and regression problems.
  • They require little data pre-processing from the user, for example, no need for scaling or normalization.
  • Random forests handle missing values by maintaining accuracy even if a significant proportion of the data is missing.

Use Cases

  • Banking Sector: For credit scoring and assessing the likelihood of a customer defaulting.
  • Medical Field: To identify the combination of components in medicine and predict the effectiveness of various treatments.
  • Stock Market: To predict stock price movements based on company performance metrics and economic data.
  • E-commerce: For recommendation systems that suggest products to customers based on their browsing and purchase history.

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What will be the future of Decision Trees and random forests in Machine Learning?

The future of decision trees and random forests in machine learning looks very promising, with several key advancements likely to enhance their application and effectiveness. As computational power increases and algorithms become more refined, these models are expected to become even more efficient, particularly in handling large and complex datasets.

There will likely be significant improvements in the way these models deal with high-dimensional data, making them more applicable in fields like genomics and image processing where high feature counts are common.

Additionally, the integration of decision trees and random forests with other Machine Learning techniques, such as neural networks, could lead to the development of hybrid models that combine interpretability with increased predictive power.

We also anticipate a greater focus on making these models more interpretable and less biased, addressing ethical concerns in AI deployment. As data continues to grow both in size and importance across various sectors, decision trees and random forests are set to remain vital tools, expanding into new areas and applications where their robustness and ease of use are particularly valued.

Ways to learn Decision Trees and random forests in Machine Learning.

To effectively learn about decision trees and random forests in machine learning, consider the following practical steps:

  • Read foundational textbooks on machine learning such as "Introduction to Statistical Learning" or "Elements of Statistical Learning" which provide in-depth coverage of tree-based methods.
  • Utilize free resources like blog posts and tutorials that explain decision trees and random forests.
  • Use datasets from repositories like Kaggle or UCI Machine Learning Repository to practice building and tuning decision trees and random forest models. This hands-on experience is crucial.
  • Learn to use machine learning libraries in programming languages like Python or R. Libraries such as sci-kit-learn provide robust tools to implement decision trees and random forests efficiently.
  • Attend machine learning conferences, webinars, and seminars to learn about the latest research and advancements in decision trees and random forests from professionals in the field.
  • Create your own projects that solve real-life problems with decision trees and random forests. This will not only enhance your learning but also build your portfolio.

These steps offer a combination of theoretical knowledge and practical application, providing a solid foundation for understanding and utilizing decision trees and random forests in machine learning.

Conclusion

From the information listed above, it’s quite clear that Decision trees and random forests are powerful tools for predictive modelling. While decision trees are simple and easily interpretable, random forests provide a more robust solution by combining the predictions of multiple trees to improve accuracy and control over-fitting. These characteristics make them indispensable tools in the arsenal of Machine Learning Using Python practitioners across various domains.

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