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MATH326 - Rings and Modules

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.

Winter Term 2019

Lecture Sections

Winter Term 2019 - LEC Q1 (88284)

MWF 09:00:00 - 09:50:00 (CAB 273)
Instructor: TBD

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