Machine Learning
Algorithms, model types, and mathematical foundations of modern machine learning and AI.
topics
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Linear Regression
Modeling relationships with least squares, gradient descent, and regularization.
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Logistic Regression
Binary classification, sigmoid function, cross-entropy loss, and decision boundaries.
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K-Means Clustering
Unsupervised clustering, centroid initialization (k-means++), elbow method, and silhouette score.
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Decision Trees
Recursive partitioning, information gain, Gini impurity, pruning, and interpretability.
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Random Forests
Ensemble learning, bagging, feature randomness, out-of-bag error, and variable importance.
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Neural Networks
Perceptrons, activation functions, backpropagation, and universal approximation theorem.
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Transformers
Self-attention, multi-head attention, positional encoding, and the Transformer architecture.
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Convolutional Networks
Convolution, pooling, feature maps, and architectures (ResNet, VGG, Inception).
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Recurrent Networks
Sequential data, LSTMs, GRUs, vanishing gradients, and sequence-to-sequence models.
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Gradient Descent
Stochastic, mini-batch, momentum, Adam, learning rate schedules, and convergence.
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Overfitting
Bias-variance tradeoff, regularization (L1/L2), dropout, early stopping, and data augmentation.
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Evaluation Metrics
Accuracy, precision, recall, F1, ROC-AUC, confusion matrix, and cross-validation.
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Feature Engineering
Scaling, encoding, feature selection, PCA, and domain-specific feature creation.
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Reinforcement Learning
Markov decision processes, Q-learning, policy gradients, deep RL, and exploration vs exploitation.