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Machine Learning with Graphs

by Jure Leskovec · Stanford Online

4.7
(1,800 reviews)
80K+ enrolled10 weeksUpdated 2024-04

Our Verdict

Worth it — with caveats

Despite the catalog id, this is Stanford CS224W: Machine Learning with Graphs, taught by Professor Jure Leskovec (creator of node2vec and PyTorch Geometric's research lineage) — and it is the de facto standard graduate course for graph neural networks, with lecture videos, slides, and assignments published free at web.stanford.edu/class/cs224w. Independent self-study trackers (csdiy.wiki, cs61bbeyond) rate it 4/5 difficulty and estimate roughly 80 hours of work, and the recurring community consensus is that it is the single most-recommended GNN resource for people serious about the field. The free public materials cover node embeddings, the full GNN stack (message passing, GraphSAGE/GAT, GNN theory and expressiveness), heterogeneous and knowledge graphs, graph transformers, recommender systems, and generative models — but you only get YouTube lectures plus posted slides and ungraded Colab notebooks; there is no certificate, no grading, and no mentorship on the free track. Stanford separately sells a paid professional version (XCS224W via Stanford Online) that adds graded assignments and a certificate. This is a genuinely advanced course that assumes solid machine-learning fundamentals and Python, so it is the right pick for ML-literate engineers and researchers, and the wrong pick for beginners.

Outstanding, authoritative, and free for the right learner, but explicitly advanced: it presumes prior ML, linear algebra, probability, and Python/PyTorch fluency. Take it if you already know neural-network basics and specifically want graph ML; otherwise build foundations first.

Best for: ML-literate engineers, data scientists, and graduate students who already understand neural networks and want a rigorous, research-grade foundation in graph machine learning (node embeddings, GNNs, knowledge graphs, recommender systems). Ideal for self-learners comfortable reading papers and writing PyTorch/PyTorch Geometric code who want the most-cited free GNN curriculum rather than a gentle tutorial.

Skip if: Complete beginners or people new to deep learning. The course assumes machine-learning fundamentals, linear algebra, probability, and Python proficiency, and self-study trackers rate it 4/5 difficulty (~80 hours). Anyone wanting hand-holding, a quick certificate, or graded feedback on the free track should not start here — the free version has no grading, no mentorship, and no certificate.

About This Course

Stanford course covering graph neural networks, node embeddings, knowledge graphs, and community detection.

What You'll Learn

Node embedding methods including DeepWalk and node2vec, and the encoder-decoder framework for representation learning on graphs
Graph neural network fundamentals: message passing, aggregation, GraphSAGE, GAT, plus GNN design, augmentation, and training
GNN theory and expressiveness (what graph structures GNNs can and cannot distinguish)
Heterogeneous graphs and knowledge-graph embeddings and reasoning
GNN-based recommender systems and relational deep learning over relational databases
Graph transformers, attention mechanisms, and powerful/expressive graph encoders
Deep generative models for graphs and applications such as link prediction, node/graph classification, influence maximization, and network analysis

Curriculum

Introduction and node embeddings

Course motivation, traditional ML on graphs, and node-embedding methods (DeepWalk, node2vec) under the encoder-decoder view.

Graph neural network fundamentals

GNN message passing and the single GNN layer, stacking layers, and multiple GNN design perspectives.

GNN augmentation, training, and theory

Graph augmentation, the GNN training pipeline, and theory of GNN expressive power.

Powerful encoders and graph transformers

More expressive graph encoders and graph transformer / attention architectures.

Heterogeneous and knowledge graphs

Heterogeneous graph modeling and knowledge-graph embeddings plus KG reasoning.

Recommender systems and relational deep learning

GNNs for recommendation and relational deep learning over multi-table relational data, including advanced RDL architectures.

Frontier topics: foundation models, LLMs + GNNs, agents

Foundation models for knowledge graphs, integrating LLMs with GNNs, and graph-based agent topics (recent-offering content).

Deep generative models for graphs

Generative models for synthetic graph generation, then course wrap-up.

Prerequisites

  • Machine learning fundamentals (Stanford recommends CS229-level background)
  • Linear algebra (e.g. Math 51 / CS205 level)
  • Probability and statistics (e.g. CS109 / Stat116 level)
  • Python proficiency; familiarity with PyTorch / PyTorch Geometric is strongly helpful for the Colabs
  • Basic CS/algorithms background (CS107/CS145 level)

Instructor

Jure Leskovec

Instructor · Stanford Online

Pros & Cons

Pros

  • Taught by Jure Leskovec, a leading graph-ML researcher, and widely cited as the single most-recommended GNN course; csdiy.wiki and cs61bbeyond both note strong peer endorsement from people working in GNNs
  • Core lecture videos, slides, and Colab assignments are free and publicly posted at web.stanford.edu/class/cs224w
  • Hands-on coding via PyTorch Geometric Colabs (Colab 0 plus 5 graded Colabs in the official offering) covering NetworkX, node embeddings, GCN graph classification, and GraphSAGE/GAT node classification
  • Genuinely comprehensive and current: spans classic node embeddings through GNN theory, knowledge graphs, recommenders, graph transformers, and recent LLM+GNN / foundation-model material
  • Backed by three optional standard textbooks (Hamilton's Graph Representation Learning; Easley & Kleinberg; Barabási) for learners who want deeper theory

Cons

  • Advanced and demanding — rated 4/5 difficulty with roughly an 80-hour workload, and it assumes prior ML, math, and Python; not suitable for beginners
  • The free public track gives videos, slides, and ungraded notebooks only: no grading, no mentor feedback, no certificate, and no access to the in-person exam or final project
  • A certificate and graded assignments require the separate paid Stanford Online professional version (XCS224W), which the free site does not include
  • No single verified public star rating could be confirmed (Class Central blocks scraping and the catalog's 4.7 is not independently verifiable), so quality here is judged from syllabus quality plus aggregated community endorsement rather than a numeric score

Alternatives To Consider

Frequently Asked Questions

Is Machine Learning with Graphs free?

Yes — Machine Learning with Graphs is free to access. Free for the public lecture videos, slides, and Colab notebooks at web.stanford.edu/class/cs224w (no certificate, no grading). A certificate and graded/mentored experience require the paid Stanford Online professional course (XCS224W), which is a separate paid enrollment; the Stanford Online listing returned HTTP 403 so the exact current price could not be verified here.

Who is Machine Learning with Graphs for?

ML-literate engineers, data scientists, and graduate students who already understand neural networks and want a rigorous, research-grade foundation in graph machine learning (node embeddings, GNNs, knowledge graphs, recommender systems). Ideal for self-learners comfortable reading papers and writing PyTorch/PyTorch Geometric code who want the most-cited free GNN curriculum rather than a gentle tutorial.

What will you learn in Machine Learning with Graphs?

Node embedding methods including DeepWalk and node2vec, and the encoder-decoder framework for representation learning on graphs; Graph neural network fundamentals: message passing, aggregation, GraphSAGE, GAT, plus GNN design, augmentation, and training; GNN theory and expressiveness (what graph structures GNNs can and cannot distinguish); Heterogeneous graphs and knowledge-graph embeddings and reasoning.

What are the prerequisites for Machine Learning with Graphs?

Machine learning fundamentals (Stanford recommends CS229-level background); Linear algebra (e.g. Math 51 / CS205 level); Probability and statistics (e.g. CS109 / Stat116 level); Python proficiency; familiarity with PyTorch / PyTorch Geometric is strongly helpful for the Colabs; Basic CS/algorithms background (CS107/CS145 level).

Is Machine Learning with Graphs worth it?

Outstanding, authoritative, and free for the right learner, but explicitly advanced: it presumes prior ML, linear algebra, probability, and Python/PyTorch fluency. Take it if you already know neural-network basics and specifically want graph ML; otherwise build foundations first.