Course notes aggregated from Roger Grosse and Jimmy Ba's Neural Networks and Deep Learning Class at the University of Toronto.
-
- Introduction to the course content and foundational concepts.
-
- Introduction to linear regression.
- Mathematical foundations and applications.
-
- Overview of linear classifiers.
- Perceptron, support vector machines, and logistic regression.
-
- Techniques for training classifiers.
- Loss functions, gradient descent, and overfitting.
-
- Detailed explanation of multilayer perceptrons (MLPs).
- Activation functions, architecture, and training.
-
- Understanding backpropagation.
- Derivation and practical implementation in neural networks.
-
- Concept of distributed representations in neural networks.
- Word embeddings and feature learning.
-
- Overview of automatic differentiation.
- Techniques and applications in deep learning.
-
- Methods for optimization in machine learning.
- Gradient descent variants, and other optimization algorithms.
-
- Introduction to convolutional neural networks (CNNs).
- Architectures, convolution operations, and applications.
-
- Techniques and models for image classification.
- CNNs, data augmentation, and transfer learning.
-
- Concepts of generalization in machine learning models.
- Bias-variance tradeoff and regularization techniques.
-
- Recurrent neural networks (RNNs) and their applications.
- Long Short-Term Memory (LSTM) and Gated Recurrent Units (GRU).
-
Exploding_and_Vanishing_Gradients
- Challenges of training deep networks.
- Techniques to address exploding and vanishing gradients.
-
Autoregressive_and_Reversible_Models
- Overview of autoregressive and reversible models.
- Applications in sequence modeling and generative models.