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.
Covers first and second semester calculus material while teaching math majors to write and understand proofs.
Offering recorded · Fall 2026
Some students report that homework and exams are difficult, requiring memorization of proofs from notes rather than independent thinking. They criticize the lack of introductory proof instruction and contradictory materials.
MATH 467 introduces proof writing techniques through classical topics in elementary number theory.
Offering recorded · Fall 2026
The course is rated as moderately difficult. Negative perceptions may stem from students encountering a hard math class for the first time rather than the instructor's teaching.
Modern Algebra 2 covers field theory, polynomial roots, and linear algebra topics including canonical forms and determinants.
Offering recorded · Fall 2026
Historical reviews of Joshua Mundinger, Paul Apisa, Paul Terwilliger, Uri Andrews: Students report substantial weekly homework loads, sometimes exceeding 20 hours, and exams that cover extensive material, though some instructors offer flexibility or generous grading.
MATH 681 is an individual study course for honors math majors to write a thesis in mathematics.
Offering recorded · Fall 2026
Historical reviews highlight Paul Milewski as a helpful and beneficial instructor for research opportunities, though his lecture effectiveness remains unverified by this single source.
Introduction to algebraic geometry covering algebraic preliminaries, local rings, valuation theory, power series rings, and the geometry of algebraic varieties.