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intermediateCertificate$199

Machine Learning Fundamentals

by Sanjoy Dasgupta · edX

4.5
(1,800 reviews)
50K+ enrolled10 weeksUpdated 2024-07

Our Verdict

Worth it — with caveats

Machine Learning Fundamentals (DSE220x) is a rigorous, math-forward introduction to classical ML taught by UC San Diego professor Sanjoy Dasgupta, and it is best for learners who already program in Python and want to understand the mathematics behind the algorithms rather than just call library functions. Based on the official UCSD syllabus plus aggregated public student feedback, its real strength is conceptual depth: clear derivations for nearest neighbors, generative Gaussian models, SVMs, kernel methods, and ensemble trees, paired with hands-on Jupyter notebook labs. Its real weakness is uneven coverage at the edges: the final deep-learning week jumps straight to autoencoders without first building perceptrons or neural-network basics, optimization stays heavily theoretical, and common practical metrics (precision, recall, F1) are skipped. Aggregator ratings are middling and modest in volume (3.9/5 from 8 Class Central reviews; 4.2/5 from 17 edX ratings), not the inflated 4.5 the directory previously listed. Take it if you want mathematical fundamentals and can self-source solutions; skip it if you want a beginner-friendly, fully-supported, code-first path.

Strong, mathematically honest treatment of classical ML from a respected researcher, but it assumes Python and calculus going in, provides little forum/staff support (especially on the audit track), gives no official solutions for the Python assignments, and rushes its deep-learning ending. It rewards self-directed, quantitatively comfortable learners and frustrates beginners who need scaffolding and feedback.

Best for: Self-directed learners who can already program in Python and use Jupyter notebooks, are comfortable with single- and multivariate calculus, and have at least some linear algebra and probability. Ideal for CS/engineering/quant students, working analysts, or self-taught practitioners who want to understand WHY algorithms work (derivations, convexity, kernels, the multivariate Gaussian) rather than just run scikit-learn. Also a natural fit for anyone pursuing UC San Diego's Data Science MicroMasters, where this is one of the four constituent courses.

Skip if: Complete beginners to programming or math, people who want a code-first, framework-driven path (TensorFlow/PyTorch), or learners who rely on active instructor support, graded feedback, and official answer keys. Audit-only students should also be cautious: public reviews report the final exam is gated to the verified track and staff presence on audit forums is scarce. Anyone whose main goal is modern deep learning or applied production ML should look elsewhere.

About This Course

UC San Diego course covering nearest neighbors, generative models, SVMs, kernels, and decision trees with mathematical rigor.

What You'll Learn

A taxonomy of prediction problems and nearest-neighbor methods with different distance/similarity functions
Generative modeling for classification, especially using the multivariate Gaussian, plus the probability and linear-algebra foundations behind it
Linear and logistic regression, and the optimization that powers them (deriving stochastic gradient descent and testing convexity)
Linear classification with support vector machines, then nonlinear modeling via basis expansion and kernel methods
Decision trees, boosting, and random forests as ensemble approaches to nonlinear prediction
Unsupervised methods: flat and hierarchical clustering, principal component analysis, and an introduction to autoencoders / deep learning
Generalization concepts in practice: overfitting, cross-validation, and selecting parameters

Curriculum

Week 1: Introduction and nearest neighbor

A host of prediction problems and the nearest-neighbor method as a first classifier.

Week 2: Probability basics and generative modeling

Core probability foundations leading into generative approaches to classification.

Week 3: Linear algebra, the multivariate Gaussian, and more generative modeling

Linear-algebra basics and the multivariate Gaussian as the backbone of generative classifiers.

Week 4: Linear regression and logistic regression

Regression and probabilistic linear classification.

Week 5: Optimization

Deriving stochastic gradient descent and reasoning about convexity (reviewers note this section is theory-heavy).

Week 6: Support vector machines

Margin-based linear classification with SVMs.

Week 7: Beyond linear prediction

Kernel methods, decision trees, boosting, and random forests.

Week 8: Clustering

Flat and hierarchical clustering (reviewers note K-Means specifically is not covered).

Week 9: Informative projections

Principal component analysis and dimensionality reduction.

Week 10: Deep learning

Autoencoders, distributed representations, and deep learning (reviewers find this week brief and abrupt).

Prerequisites

  • Ability to program in Python and use Jupyter notebooks (UCSD suggests prior DSE200x, Python for Data Science)
  • Familiarity with calculus, especially derivatives of single-variable and multivariate functions
  • Working comfort with basic probability and linear algebra (introduced as needed, but assumed to be familiar)

Instructor

Sanjoy Dasgupta

Instructor · edX

Pros & Cons

Pros

  • Genuinely teaches the mathematical fundamentals, not just library calls: students single out the derivations behind kernel methods, basis expansion, the multivariate Gaussian, and convex optimization as 'very mathematical but well-explained'
  • Taught by Sanjoy Dasgupta, a UC San Diego ML researcher (Berkeley PhD), with clear lectures repeatedly described as 'top notch' with clear explanations
  • Hands-on Jupyter notebook labs on real datasets for every topic, so concepts are paired with implementation practice
  • Broad classical-ML coverage in one course (nearest neighbors, generative models, regression, SVMs, kernels, trees/boosting/forests, clustering, PCA)
  • Forgiving grading: the worst two problem-set and worst two programming-assignment scores are dropped, and the audit track lets you watch all lectures for free

Cons

  • Deep-learning coverage is rushed: the final week jumps straight to autoencoders without first building perceptrons or basic neural networks, and uses no modern framework (no TensorFlow/PyTorch)
  • Little support and no official solutions: programming assignments are in Python with no provided answer keys, and reviewers report course staff rarely monitor the discussion forums (audit forums especially)
  • Skips practical evaluation tooling: reviewers note precision, recall, and the F1-score are not covered, and K-Means clustering is omitted
  • Math thins out as the course advances and the optimization section stays abstract, so the 'fundamentals' framing is strongest only in the early weeks

Alternatives To Consider

Frequently Asked Questions

Is Machine Learning Fundamentals free?

Machine Learning Fundamentals is $199. Free to audit (all lecture videos and notebooks viewable on the audit track). A paid verified track is required for the proctored final exam and a certificate; edX certificate pricing for this course has historically been around $350 (the directory's $199 figure is approximate and not currently verifiable, so confirm the live price on the edX course page). The course is also one of four in UC San Diego's paid Data Science MicroMasters program.

Who is Machine Learning Fundamentals for?

Self-directed learners who can already program in Python and use Jupyter notebooks, are comfortable with single- and multivariate calculus, and have at least some linear algebra and probability. Ideal for CS/engineering/quant students, working analysts, or self-taught practitioners who want to understand WHY algorithms work (derivations, convexity, kernels, the multivariate Gaussian) rather than just run scikit-learn. Also a natural fit for anyone pursuing UC San Diego's Data Science MicroMasters, where this is one of the four constituent courses.

What will you learn in Machine Learning Fundamentals?

A taxonomy of prediction problems and nearest-neighbor methods with different distance/similarity functions; Generative modeling for classification, especially using the multivariate Gaussian, plus the probability and linear-algebra foundations behind it; Linear and logistic regression, and the optimization that powers them (deriving stochastic gradient descent and testing convexity); Linear classification with support vector machines, then nonlinear modeling via basis expansion and kernel methods.

What are the prerequisites for Machine Learning Fundamentals?

Ability to program in Python and use Jupyter notebooks (UCSD suggests prior DSE200x, Python for Data Science); Familiarity with calculus, especially derivatives of single-variable and multivariate functions; Working comfort with basic probability and linear algebra (introduced as needed, but assumed to be familiar).

Is Machine Learning Fundamentals worth it?

Strong, mathematically honest treatment of classical ML from a respected researcher, but it assumes Python and calculus going in, provides little forum/staff support (especially on the audit track), gives no official solutions for the Python assignments, and rushes its deep-learning ending. It rewards self-directed, quantitatively comfortable learners and frustrates beginners who need scaffolding and feedback.

How we reviewed this course

This is an independent editorial assessment by Cursarium, based on edX's published course materials and aggregated public learner feedback (last reviewed 2026-06). We have not independently completed the course. Links to providers are standard references, not paid placements.