MATH 500
Spring 2020 All Classes
All Classes
Credit: 4 hours.
Isomorphism theorems for groups. Group actions. Composition series. Jordan-Holder theorem. Solvable and nilpotent groups. Field extensions. Algebraic and transcendental extensions. Algebraic closures. Fundamental theorem of Galois theory, and applications. Modules over commutative rings. Structure of finitely generated modules over a principal ideal domain. Applications to finite Abelian groups and matrix canonical forms.
Section Status updates every 10 minutes.
| CRN | Type | Section | Time | Day | Location | Instructor | Section Details | |
|---|---|---|---|---|---|---|---|---|
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38153
|
Lecture-Discussion
|
N1
|
11:00AM
-11:50AM
|
MWF
|
447 Altgeld Hall
|
DeVille, L
|
|