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Tree Based Machine Learning Algorithms

Tree-based algorithms are a fundamental component of machine learning, offering intuitive decision-making processes akin to human reasoning. These algorithms construct decision trees, where each branch represents a decision based on features, ultimately leading to a prediction or classification. By recursively partitioning the feature space, tree-based algorithms provide transparent and interpretable models, making them widely utilized in various applications. In this article, we going to learn the fundamentals of tree based algorithms.

What is Tree-based Algorithms?

Tree-based algorithms are a class of supervised machine learning models that construct decision trees to typically partition the feature space into regions, enabling a hierarchical representation of complex relationships between input variables and output labels. Examples of notable are random forests, Gradient Boosting techniques and decision trees, using recursive binary split based on criteria like Gini impurity or information gain etc. These algorithms show versatility in use in classification and regression functions, for robustness against overfitting by ensemble methods and generates more individual trees Ability to allow exploratory analysis of feature importance, which is economical, which contributes to widespread application in various fields like healthcare and natural language processing.



Tree-based ML models

How do Tree-based algorithm work?

The main four workflows of tree-based algorithms are discussed below:

  1. Feature Splitting: Tree-based algorithms begin by selecting more informative features to split a data set based on a specific criterion, such as Gini impurity or information gain etc.
  2. Recursive splitting: The selected feature of dataset is used to split the data in two, and the process is repeated for each resulting subset, forming a hierarchical binary tree structure. This recursive splitting until stops a predefined criterion, like a maximum depth or a minimum number of samples per train data, is met as long as it lasts.
  3. Leaf Node Function: As the tree grows, each terminal node (leaf) is given a predicted outcome based on majority learning (for classification) or the sample value of that node of the (for regression). This activates the tree to capture complex decision boundaries and relationships in the data.
  4. Ensemble Learning: For ensemble methods like Random Forests and Gradient Boosting Machines, multiple trees are trained independently, and their predictions are combined to obtain the final result. This group approach helps to reduce overfitting, increase generalization, and improve overall model performance by combining the strengths of individual trees and reducing their weaknesses.

Splitting Process

Gini Impurity

Gini impurity is a measure of the lack of homogeneity in a dataset which specifically calculates the probability of misclassifying an instance chosen uniformly at random. The splitting process involves evaluating potential splits based on Gini impurity for each feature. The algorithm selects the split that minimizes the weighted sum of impurities in the resulting subsets, aiming to create nodes with predominantly homogeneous class distributions.






import graphviz
from sklearn.datasets import load_breast_cancer
from sklearn.tree import DecisionTreeClassifier, export_graphviz
 
# Load Breast Cancer dataset
data = load_breast_cancer()
X, y = data.data, data.target
 
# Create a decision tree classifier
clf = DecisionTreeClassifier(criterion='gini', random_state=42)
 
# Fit the classifier on the dataset
clf.fit(X, y)
 
# Extract decision tree information
dot_data = export_graphviz(clf, out_file=None, feature_names=data.feature_names)
 
# Create a graph object and render
graph = graphviz.Source(dot_data)
graph.render("decision_tree")

Output:

decision_tree.pdf

The image decision tree will be stored in decision_tree.pdf.

Entropy

Entropy is a measure of information uncertainty in a dataset. In the context of decision trees, it quantifies the impurity or disorder within a node. The splitting process involves assessing candidate splits based on the reduction in entropy they induce. The algorithm selects the split that maximizes the information gain, representing the reduction in uncertainty achieved by the split. This results in nodes with more ordered and homogenous class distributions, contributing to the overall predictive power of the tree.




import graphviz
from sklearn.datasets import load_breast_cancer
from sklearn.tree import DecisionTreeClassifier, export_graphviz
 
# Load Breast Cancer dataset
data = load_breast_cancer()
X, y = data.data, data.target
 
# Create a decision tree classifier
clf = DecisionTreeClassifier(criterion='entropy', random_state=42)
 
# Fit the classifier on the dataset
clf.fit(X, y)
 
# Extract decision tree information
dot_data = export_graphviz(clf, out_file=None, feature_names=data.feature_names)
 
# Create a graph object and render
graph = graphviz.Source(dot_data)
graph.render("decision_tree2")

Output:

decision_tree2.pdf

The image decision tree will be stored in decision_tree2.pdf.

Information Gain

Information gain is a concept derived from entropy, measuring the reduction in uncertainty about the outcome variable achieved by splitting a dataset based on a particular feature. In tree-based algorithms, the splitting process involves selecting the feature and split point that maximize information gain. High information gain implies that the split effectively organizes and separates instances, resulting in more homogeneous subsets with respect to the target variable. The goal is to iteratively choose splits that collectively lead to a tree structure capable of making accurate predictions on unseen data.

Decision Tree

A decision tree is a visual tool used to guide decision-making by considering different conditions. It resembles an inverted tree with branches and leaves pointing downwards. At each branch, a decision is made based on specific criteria, leading to a conclusion at the end of each branch. Decision trees are valuable for structuring decisions and problem-solving processes. At each branch, you make a choice based on certain conditions, and eventually, you reach a conclusion at the end of a branch. Decision trees are commonly used in various fields, such as business, education, and medicine, to help people make choices and solve problems.

The key-working principle of Decision Tree are discussed below:

Random Forest Algorithm

Random Forest Algorithm combines the power of multiple decision trees to create robust and accurate predictive models. It works on the principle of group learning, where multiple individual decision trees are built independently in which each is trained on a random subset of data reduces ting and increases the generalizability of the model. When a prediction is needed, each tree in the forest gives its vote, and the algorithm combines these votes together by aggregation to give the final prediction. This tree-based approach not only improves the prediction accuracy but also increases the algorithm’s ability to detect noisy data and outliers.

Working of Random Forest Algorithm

Gradient Boosting Machines

Gradient Boosting Machine is like a team of little learners that work together to solve a big problem. Each learner starts with some basic knowledge and tries to improve by focusing on the mistakes made by the previous learners. They keep getting better and better at solving the problem until they reach a good solution. This teamwork approach helps Gradient Boosting Machines to tackle complex tasks effectively by combining the strengths of multiple simple learners.

XGBoost

eXtreme Gradient Boosting, often abbreviated as XGBoost, is a sophisticated method in computer science for solving problems through learning. The algorithm combines multiple decision trees to make accurate predictions. The model continuously improve from its past mistakes. It can handle a wide range of tasks, such as categorizing data or predicting values, with high precision and efficiency.

Here’s how XGBoost works:

Other ensemble methods

Now we are going discuss other some popular Ensemble methods below:

Adaptive Boosting

AdaBoost, short for Adaptive Boosting, is an ensemble learning algorithm designed to improve the performance of weak learners by iteratively focusing on misclassified instances. It trains a series of weak learners, typically shallow decision trees, on the dataset with adjusted weights. In each iteration, it increases the weights of misclassified instances, emphasizing their correct classification in subsequent rounds. This process continues for a predefined number of rounds, culminating in an ensemble prediction obtained by combining the weak learners based on their individual performance.

AdaBoost operates on four core principles:

LightGBM

LightGBM, or Light Gradient Boosting Machine utilizes a histogram-based learning approach, which bins continuous features into discrete values to speed up the training process. LightGBM introduces the concept of “leaf-wise” tree growth, focusing on expanding the leaf nodes that contribute the most to the overall reduction in the loss function. This strategy leads to a faster training process and improved computational efficiency. Additionally, LightGBM supports parallel and GPU learning, making it well-suited for large datasets. Its ability to handle categorical features, handle imbalanced datasets, and deliver competitive performance has made LightGBM widely adopted in machine learning applications where speed and scalability are critical.

Working principle of LightGBM:

CatBoost

CatBoost, developed by Yandex, stands out as a potent gradient boosting framework tailored for seamless handling of categorical features. It employs a symmetric tree structure and a blend of ordered boosting and oblivious trees, streamlining the management of categorical data without extensive preprocessing. Unlike conventional methods, CatBoost integrates “ordered boosting” to optimize the model’s structure and minimize overfitting during training. Furthermore, it boasts automatic processing of categorical features, eliminating the need for manual encoding. With advanced regularization techniques to curb overfitting and support for parallel and GPU training, CatBoost accelerates model training on large datasets, offering competitive performance with minimal hyperparameter tuning.

CatBoost’s efficiency lies in its unique handling of categorical features, eliminating the need for manual preprocessing. It combines oblivious trees and ordered boosting to directly incorporate categorical variables during training, capturing intricate data relationships seamlessly. Additionally, its symmetric tree structure dynamically adjusts tree depth, mitigating overfitting by adapting to data complexity. With advanced regularization methods like the “Ctr” complexity term, CatBoost controls model complexity and ensures robustness. The ordered boosting strategy optimizes tree sequences, enhancing the model’s structure and learning process, while support for parallelization and GPU acceleration facilitates efficient training on vast datasets, underscoring CatBoost’s scalability and real-world performance.

Advantages of Tree-Based Algorithms

The advantages of Tree-Based algorithms are discussed below:

  1. Easy to Understand: Tree-based algorithms are like having a smart friend who explains things in a simple way. They create decision trees that help computers make choices step by step, making it easy for us to follow how decisions are made.
  2. Versatile Problem Solvers: These algorithms are super versatile, like all-in-one problem solvers. Whether it’s figuring out categories or solving more complex problems, tree-based algorithms can handle a bunch of different tasks, making them reliable helpers for computers.
  3. Good with Patterns: Just as some people are great at solving puzzles, tree-based algorithms are excellent at finding patterns in data. They can see connections between things that might seem unrelated, helping computers make sense of complex information.
  4. Transparent Decision-Making: Unlike some traditional ML algorithms, tree-based ones are transparent decision-makers. They show us exactly how they reach a conclusion, like an open book. This transparency makes them trustworthy and easy to work with, giving us insights into how computers make smart decisions.

Disadvantages of Tree-Based Algorithms

Some of the disadvantages of Tree-Based algorithms are discussed below:


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