GPA and percentages are weighted by recorded letter grades. UW
comparisons use the same terms. Cross-listed courses count once within
this department and once across UW; department totals should not be
added together. Grade counts are not unique students. Offering counts
reflect captured records, not a complete historical schedule.
Fall 2026
Recorded this term
7272courses with offerings
213213instructors recorded
Grades have not been recorded for this term. Historical results remain
in the overview above.
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72 courses
Historical grades cover up to five years through the selected term. Grade sorting prioritizes courses with at least 100 letter grades.
Introduction to the technical aspects of cryptography and secure digital information transmission.
Offering recorded · Fall 2026
The course includes five graded homeworks, two midterms, and a final. While some find exams manageable with lecture notes, others report they are unexpectedly difficult or narrowly focused.
Introduction to combinatorial optimization covering exact and approximation algorithms for discrete structures.
Offering recorded · Fall 2026
Reviewers describe the workload as heavy, with time-consuming homework and brutal exams. The course requires deep knowledge of in-depth proofs, making it challenging for non-elite math majors.
Introduces linear optimization problems, emphasizing formal proofs, the simplex method, duality theory, and theorems of the alternatives.
Offering recorded · Fall 2026
The course is considered very difficult, with hard assignments that require significant study time, though group work is permitted. Exams are reported as easier than homework, although one student found the final exam unexpectedly difficult despite its stated format.
Numerical Analysis covers polynomial approximation, interpolation, splines, numerical integration, and methods for solving ordinary differential equations.
Offering recorded · Fall 2026
Reviewers describe the workload as manageable with relative homework, but note a large volume of material and a tough class environment requiring strong math preparation.
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.
Introduction to combinatorics covering enumeration, generating functions, graph theory, and matching problems.
Offering recorded · Fall 2026
The course is dense and challenging. Homework is feasible but requires reading the textbook, as lectures may not fully explain concepts. Exams often draw directly from the book and previous tests.
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.
Introduction to stochastic processes covering Markov chains, point processes, and renewal theory with applications to queueing and branching models.
Offering recorded · Fall 2026
Seppalainen assigns challenging homework that is harder than exams, while Valko uses a grading scheme based on multiple weighted components rather than heavy testing.
College Algebra covers properties, equations, and graphs of elementary functions, providing algebra skills required for calculus.
Offering recorded · Fall 2026
Students report frequent weekly quizzes, often with short time limits, and exams that do not align with lecture content, requiring significant self-study.
Covers graphs, properties, and geometric significance of trigonometric functions, equations, identities, and complex numbers.
Offering recorded · Fall 2026
The workload is light, with homework being optional and grading based on a few exams and weekly quizzes. Students report that doing the homework and attending class is sufficient for success, as exam prep mirrors the actual tests.
Precalculus covers properties, equations, and graphs of elementary functions, providing the algebra and trigonometry skills required for calculus.
Offering recorded · Fall 2026
Historical reviews of Prerna Gera: Prerna Gera's course required over ten hours of weekly homework and relied heavily on the textbook due to unclear lectures.
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.
Survey of Calculus 1 covers essential differential and integral calculus, exponential/logarithmic functions, and functions of several variables for prebusiness and social sciences students.
Offering recorded · Fall 2026
Historical reviews: Many reviewers describe the course as difficult, citing unclear exams, unfair grading, and lectures that require self-teaching. One student found the workload manageable if they had prior calculus knowledge, noting tests matched review materials.
Survey of Calculus 2 covers first order differential equations, multivariable calculus, constrained optimization, sequences, series, approximation, and probability with business and social science applications.
Offering recorded · Fall 2026
Historical reviews of Andrej Zlatos, Boguk Kim, Prerna Gera: Students report that homework often differs significantly from quizzes and exams, requiring extra preparation. Workload varies, with some instructors assigning helpful practice while others make assessments disproportionately difficult.
Introduction to differential and integral calculus, plane analytic geometry, and transcendental functions with applications.
Offering recorded · Fall 2026
Joseph Miller's course involves minimal homework and exams that are considered manageable, though one student noted the lack of notecards. Chanwoo Kim's course is described as difficult, with grades heavily dependent on midterms and lectures deemed unhelpful.
MATH 222 covers integration, ODEs, series, and vector geometry.
Offering recorded · Fall 2026
The course is difficult, requiring significant time for homework and textbook reading, with exams heavily weighted and often drawn from previous assignments.
Introduction to calculus of functions of several variables, covering parameterized curves, derivatives, multiple integrals, and vector calculus.
Offering recorded · Fall 2026
Historical reviews of Alexander Hanhart, Joel Robbin, Mikhail Feldman: Alexander Hanhart assigns time-consuming homework, while Mikhail Feldman's quizzes are comically hard despite exams matching the textbook. Joel Robbin also gives long assignments.
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.
Introduces linear algebra and differential equations, emphasizing the relationship between theory and numerical solution techniques.
Offering recorded · Fall 2026
The course features a sharp difficulty curve and strict grading with no rounding. Workload consists of minimal homework, with three exams comprising almost the entire grade.
Covers vector analysis including Green, Gauss, and Stokes theorems, and complex analysis including the residue theorem.
Offering recorded · Fall 2026
Historical reviews of Anakewit Boonkasame, Fabian Waleffe, Ronald Dickey: Exams are often described as extremely difficult, long, and harder than the homework. The workload is heavy, with tight deadlines and challenging quizzes that require significant preparation.
Covers axioms, distributions, expectation, inequalities, and limit theorems.
Offering recorded · Fall 2026
Historical reviews of Yukun Yue: Yukun Yue’s course was reported as difficult, with exams containing unexpected proofs and varying in difficulty compared to practice materials. Success required significant study effort and reliance on practice problems.
MATH 340 is an introduction to linear algebra covering matrix algebra, vector spaces, linear transformations, eigenvalues, and inner product spaces.
Offering recorded · Fall 2026
Reviewers describe the workload as fairly light and note that Dr. Phillipson’s clear grading criteria make studying manageable, despite the inherent difficulty of the subject matter.
MATH 341 introduces the theory of linear algebra with a focus on proofs, covering vector spaces, transformations, and eigenvalues.
Offering recorded · Fall 2026
Historical reviews of Howard Becker, Jack Burkart: Homework is described as moderate or hard and time-consuming. Exams are moderate to difficult, requiring students to apply class concepts to construct their own proofs.
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.
MATH 390 introduces undergraduate research within the Madison Experimental Mathematics lab, teaching literature review, software use, and technical writing.