This course is the continuation of Abstract Algebra I, taught in Winter 2026. Abstract algebra focuses on the structure and properties of abstract algebraic structures, the most important of those being groups, rings, and fields. In this course, we'll focus on ring theory, which helps us fully understand the properties and applications of polynomials; ring theory is useful throughout mathematics and has fundamental applications in computer science. We'll also continue to develop skills in constructing successful mathematical arguments.
Class meetings (Tue/Thu 3-5pm) will consist of lectures and collaborative workshops. There will be weekly homework assignments along with midterm and final exams.
Anticipated Credit Equivalencies:
4* - Abstract Algebra II
Registration
Successful completion of Abstract Algebra I.
Academic Details
mathematics, computer science, physics, and math education
Upper division science credit available for students who successfully meet course requirements.