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51 courses
Historical grades cover up to five years through the selected term. Only courses with at least 100 letter grades are ranked.
MATH 319 teaches techniques for solving linear ordinary differential equations, including series solutions, boundary value problems, Laplace transforms, and numerical methods.
Offering recorded · Fall 2026
Historical reviews of Jessica Lin, Mihaela Ifrim, Xiuxiong Chen: Workload varies from memorizing the textbook to managing a heavy time crunch on tests, with some students noting simple mistakes in homework assignments.
MATH 535 teaches mathematical methods for data science, including matrix factorizations, optimization, and probabilistic models.
Offering recorded · Fall 2026
Historical reviews of Hanbaek Lyu, Sebastien Roch: Reviewers describe the homework and exams as challenging, with some noting that the course feels like a proof-heavy extension of linear algebra rather than a data science course.
MATH 141 develops quantitative reasoning and problem-solving skills for students satisfying the Quantitative Reasoning Part A requirement without pursuing calculus.
Offering recorded · Fall 2026
Historical reviews of Joel Robbin, Travis Olson: Students report easy tests with frequent drops and no final exam, though Joel Robbin's reviews note the material can be unclear without self-study.
A first course in real analysis covering measures, integration, differentiation, and Hilbert spaces.
Offering recorded · Fall 2026
Historical reviews of Alexandru Ionescu, Betsy (Lindsay) Stovall: Reviews consistently characterize the course as hard with difficult homework and exams. Students report learning significantly from the challenging assignments.
Theory of Probability I introduces measure theoretic probability and stochastic processes.
Offering recorded · Fall 2026
Historical reviews of Hao Shen, Jun Yin: Jun Yin's materials were hard with a weird curve, while Hao Shen was very test-heavy and did not provide proper preparation for exams.
MATH 375 covers advanced topics in multi-variable calculus and linear algebra, including vector spaces, differential calculus, and integration techniques.
Offering recorded · Fall 2026
The course is considered hard, with long weekly homework assignments that take significant time. Exams are viewed as fair and related to the homework content.
Linear Algebra II covers advanced linear transformations, Jordan forms, spectral theory, and multilinear algebra.
Offering recorded · Fall 2026
Historical reviews for Andrei Caldararu describe a lack of support materials, including missing homework solutions, absent practice tests, and unclear project grading rubrics.
Rigorous introduction to the theoretical underpinnings and methods of modern PDE theory.
Offering recorded · Fall 2026
Historical reviews of Hung Tran: Reviewers report that the homework load is too high and the problems are super hard, requiring significant time investment.
Methods of Computational Mathematics I covers finite difference and volume methods for PDEs, analyzing accuracy and stability, and solving linear systems.
Offering recorded · Fall 2026
One historical review describes the load as not heavy, while others do not specify workload intensity.
A historical survey of the main lines of mathematical development.
Offering recorded · Fall 2026
Exams are described as purposefully difficult, with the second midterm carrying 20% of the grade and containing only four questions, making small errors costly.
Methods of Applied Mathematics 1 covers linear algebraic structures, boundary value problems, complex analysis techniques, and PDE solution methods.
Offering recorded · Fall 2026
Historical reviews of Georghe Craciun: Reviewers rated the difficulty as very low under Craciun, noting that his teaching style simplifies material that might otherwise require blind memorization.
MATH 717 introduces computational methods using stochastic algorithms for random mathematical problems, covering Monte Carlo, Bayesian inference, and SDEs.