Machine Learning | Module 3: Supervised Learning - Classification Fundamentals (Weeks 5) by Prakhar Chauhan | Learn Smarter
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Module 3: Supervised Learning - Classification Fundamentals (Weeks 5)

Supervised learning shifts focus from regression to classification, wherein the goal is to predict discrete categories based on labeled data. The chapter covers binary classification and multi-class classification concepts, introduces Logistic Regression as a key algorithm for classification, explores performance evaluation metrics like Precision, Recall, and F1-Score, and discusses K-Nearest Neighbors (KNN) as a unique 'lazy learning' method. Core challenges like the curse of dimensionality and practical implementation through hands-on labs are also emphasized.

Sections

  • 5

    Logistic Regression & K-Nearest Neighbors (Knn)

    This section covers the fundamentals of logistic regression and K-nearest neighbors (KNN), focusing on how these algorithms work for classification tasks in supervised learning.

  • 5.1

    Classification Problem Formulation

    Classification is a supervised machine learning task focused on predicting discrete categories from labeled data.

  • 5.1.1

    Binary Classification

    Binary classification is a fundamental type of supervised learning that focuses on predicting one of two distinct classes.

  • 5.1.2

    Multi-Class Classification

    Multi-class classification involves predicting one of three or more mutually exclusive classes from a dataset, expanding upon binary classification concepts.

  • 5.2

    Logistic Regression

    Logistic Regression is a powerful classification algorithm used for predicting probabilities and assigning class labels, particularly in binary and multi-class scenarios.

  • 5.2.1

    The Sigmoid Function (The Probability Squeezer)

    The Sigmoid function transforms the output of logistic regression into a probability between 0 and 1, enabling effective classification of instances into binary categories.

  • 5.2.2

    Decision Boundary

    The decision boundary is a critical concept in logistic regression, serving as a threshold to classify instances into discrete classes based on their predicted probabilities.

  • 5.2.3

    Cost Function (Log Loss / Cross-Entropy)

    The cost function, specifically Log Loss or Cross-Entropy, quantifies the performance of Logistic Regression by penalizing incorrect predictions, ensuring model parameters are optimized effectively.

  • 5.3

    Core Classification Metrics

    This section introduces essential metrics for evaluating classification models, emphasizing the significance of the confusion matrix and related metrics beyond simple accuracy.

  • 5.3.1

    The Confusion Matrix (The Performance Breakdown)

    The Confusion Matrix is a crucial tool for assessing the performance of classification models, detailing true and false predictions across classes.

  • 5.3.2

    Accuracy

    Accuracy is a key metric in evaluating classification models, quantifying the overall proportion of correct predictions.

  • 5.3.3

    Precision

    Precision is a key metric in classification that measures the accuracy of positive predictions made by the model.

  • 5.3.4

    Recall (Sensitivity Or True Positive Rate)

    Recall measures the ability of a classification model to identify all relevant positive instances.

  • 5.3.5

    F1-Score

    The F1-Score is a harmonic mean of Precision and Recall, providing a balance between the two metrics, especially important in imbalanced datasets.

  • 5.4

    K-Nearest Neighbors (Knn)

    K-Nearest Neighbors (KNN) is a simple yet effective classification algorithm that classifies data points based on the classes of their nearest neighbors.

  • 5.4.1

    How Knn Works (The Neighborhood Watch)

    This section outlines the K-Nearest Neighbors (KNN) algorithm, explaining how it classifies data based on the proximity of labeled neighbors.

  • 5.4.2

    Distance Metrics (Measuring 'closeness')

    This section explores distance metrics used in K-Nearest Neighbors (KNN) to measure the 'closeness' between data points.

  • 5.4.3

    Choosing The Optimal 'k'

    The section discusses the choice of 'K' in the K-Nearest Neighbors (KNN) algorithm, highlighting its impact on model performance and approaches to select the optimal value.

  • 5.4.4

    Curse Of Dimensionality

    The Curse of Dimensionality refers to the challenges faced by algorithms like K-Nearest Neighbors (KNN) when the feature space becomes high-dimensional, leading to issues such as sparsity, loss of meaningful distance measures, and increased overfitting risks.

  • 6

    Lab: Implementing And Evaluating Logistic Regression And Knn, Interpreting Confusion Matrices

    This section introduces practical applications of Logistic Regression and K-Nearest Neighbors (KNN) while emphasizing the interpretation of classification metrics via confusion matrices.

  • 6.1

    Lab Objectives

    The Lab Objectives outline the key skills and understanding students will gain upon completing the lab on classification algorithms, specifically Logistic Regression and K-Nearest Neighbors (KNN).

  • 6.2

    Prepare Data For Classification

    This section focuses on the processes involved in preparing data for classification tasks, emphasizing crucial steps such as data preprocessing, feature scaling, and dataset splitting.

  • 6.3

    Implement Logistic Regression

    Logistic regression is a fundamental classification algorithm used to predict discrete categories by modeling probabilities.

  • 6.4

    Implement K-Nearest Neighbors (Knn)

    K-Nearest Neighbors (KNN) is a straightforward yet powerful non-parametric algorithm for classification tasks, relying on instance-based learning techniques.

  • 6.5

    Generate Predictions

    This section explores how to make predictions using classification algorithms, focusing on both binary and multi-class classification scenarios.

  • 6.6

    Perform Comprehensive Model Evaluation

    This section emphasizes the importance of comprehensive model evaluation in classification tasks, focusing on key metrics such as precision, recall, F1-score, and the use of confusion matrices.

  • 6.7

    Deep Dive Into Confusion Matrix Interpretation

    This section explores how to interpret a confusion matrix to evaluate the performance of classification models, highlighting key metrics like accuracy, precision, recall, and F1-score.

Class Notes

Memorization

What we have learnt

  • Classification predicts dis...
  • Binary and multi-class clas...
  • Logistic Regression utilize...

Final Test

Revision Tests