Graph Neural Networks (GNN) with PyTorch Geometric | Stanford CS224W

Added:

PyTorch Basics
Model Construction
GPU Operations
Training Setup
Training Loop
Model Testing
Intro to PyG
GNN Architectures
Custom Convolutions
GNN Training

PyTorch Basics

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Playing Section
  • 1

    Explains dataset structures and data loaders for ML pipelines.

  • 2

    Shows how to load, index, and iterate over dataset examples.

  • 3

    Highlights the key concepts of tensors and model building.

Basic PyTorch programming, including tensor operations, defining neural network modules (nn.Module), and standard training loops.
Fundamental Graph Theory concepts, specifically nodes, edges, directed/undirected graphs, and representation formats like adjacency matrices.
Core deep learning principles, such as backpropagation, gradient descent optimization, and loss functions for classification and regression.
The conceptual intuition behind Convolutional Neural Networks (CNNs) to facilitate the transition from grid-based convolutions to graph convolutions.
Advanced GNN architectures, such as Graph Attention Networks (GAT) and GraphSAGE, for handling non-uniform neighborhood weights and inductive learning.
Scaling methods for large-scale graphs, including neighborhood sampling, node-wise filtering, and frameworks like Cluster-GCN or GraphSAINT.
Heterogeneous Graph Neural Networks (HGNNs) designed to model complex systems with diverse node and edge types.
Practical applications of GNNs in domains like computational biology (e.g., molecular property prediction) and web-scale recommender systems.
142.5K views2.9Klikes1:14:22@lindseyai4843Original Release: 2020-06-18

This tutorial from Stanford University's CS224W course demonstrates how to implement graph neural networks using PyTorch Geometric, covering key concepts including message passing mechanisms, custom convolution layer implementation, graph pooling for graph-level tasks, and training procedures for graph classification and node classification tasks. The tutorial shows how to build models using PyTorch's nn.Module framework, with emphasis on understanding how to define custom graph convolutions by inheriting from the MessagePassing class and implementing message and aggregation functions. Practical aspects covered include data loading with PyTorch Geometric datasets, GPU acceleration, training loops with optimizers and loss functions, and visualization techniques using TensorBoardX and t-SNE for embedding visualization.