MATH 326 - Rings and Modules

★ 3 (fi 6)(EITHER, 3-0-0)

Faculty of Science

Rings, fields, polynomials, algebras. Homomorphisms, ideals, quotients. Ring extensions, field extensions, construction of finite fields. Integral domains: Euclidean, principal ideal, unique factorization. Chain conditions. Introduction to modules. Modules over a principal ideal domain, finitely generated abelian groups, matrix canonical forms. Prerequisite MATH 227, or both MATH 225 and 228.

No syllabi

Winter Term 2024

Lectures

Section Capacity Class times Instructor(s)
LECTURE Q1
(13870)
50
2024-01-08 - 2024-04-12 (MWF)
09:00 - 09:50
CAB 269
Primary Instructor: Vladimir Chernousov