Machine Learning with Python|Business Applications|AI Robot

Explain logistic regression as a classification tool that uses a boundary to separate two or more classes, contrasting its bounded 0–1 output with linear regression's continuous predictions.

Explore multi-class classification using the one-vs-all approach to extend binary logistic regression to three or more classes, building per-class hypotheses and selecting the class with the highest probability.

Explore how overfitting and underfitting arise from model complexity and training data, illustrated by simple to complex sigmoid boundaries and the role of regularization.

Build a multi-class logistic regression model for hotel evaluation using room cleanliness and food quality, analyze regularization with C, and compare training and test classifications across four star ratings.

Derive and apply Bayes theorem to update probabilities, using spam emails and the word money as an example, and compare P(A|P) and P(P|A) for a naive bayes classifier.

Explore the idea behind the naive Bayes classifier by linking feature region probabilities to class priors, estimating p(y) and p(x|y), and contrasting generative versus discriminative models.

Apply Gaussian Naive Bayes to a hiring classification problem using years of experience and technical skills to compute acceptance probability and compare methods.

Explore how the decision tree classifier uses feature-based questions to split data into pure subsets, creating a tree of yes-no decisions with leaf nodes for final predictions.

Explore how decision trees address overfitting and underfitting by selecting splits that maximize purity and minimize entropy, using thresholds and feature choices to build simple, generalizable models.

Explain how entropy and information gain drive a decision tree classifier, illustrating with a threshold split on x1 to separate two classes and compare parent and child entropies.

Learn to implement a Python decision tree classifier on an Excel dataset to predict website offer decisions, using age and visits as features, entropy, and visualize the tree.

Explore how the random forest classifier uses bootstrap aggregation to train multiple decision trees on subsets of samples and features, then vote to reduce overfitting.

Learn how to implement a random forest classifier in Python, tune entropy, n_estimators, max_depth, and min_samples_split, compare with decision trees, and reduce overfitting through majority voting and visualization.

Explore the hypothesis function of the support vector machine, detailing margin constraints, class decisions based on z = theta^T x, and how C and lambda govern regularization.

Learn how regularizing the SVM cost function produces a larger separation margin by tightening theta, understanding theta transpose X, and projecting X onto theta for robust classification.

Convert handwritten digits into 8 by 8 pixel features (64 features) and train a support vector machine to classify them.

Learn to implement a support vector machine for handwritten digit recognition with the digits data. Split the data into training and test sets, visualize predictions, and use a linear kernel.

The kernel trick uses a kernel function with sigma to shape similarity, enabling svm to classify nonlinear data by adding a higher-dimension feature while keeping data in the x1–x2 plane.

Explore kernel functions for support vector machines, including Gaussian (RBF), polynomial, and sigmoid kernels, and how sigma and degree affect overfitting, fitting, and generalization.

Explore the k-nearest neighbor algorithm for classification, measuring distances, Euclidean, Manhattan, and Hamming, and classify new samples by the majority of their nearest neighbors with an appropriate k.

Compare parametric and non-parametric models, then apply the k-nearest neighbor algorithm to classify new data by computing euclidean distances and voting on the majority class.

Learn to implement a k-nearest neighbors classifier on the iris data set with two features, using scikit-learn, including data loading, shuffling, train-test split, choosing k, and visualization.

Analyze logistic regression performance on the test set using confusion matrix metrics: accuracy, precision, recall, and F1, and summarize them with a classification report.