MATH5286H
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MATH 5286H - Honors: Fundamental Structures of Algebra II (4 Cr.) Honors
School of Mathematics (11133)
TIOT - College of Science and Engineering
Course description
Ring/module theory, including ideals, quotients, homomorphisms,
domains (unique factorization, euclidean, principal ideal), fundamental theorem for finitely generated modules over euclidean domains, Jordan canonical form. Introduction to field theory, including finite fields,
algebraic/transcendental extensions, Galois theory.
prereq: 5285
domains (unique factorization, euclidean, principal ideal), fundamental theorem for finitely generated modules over euclidean domains, Jordan canonical form. Introduction to field theory, including finite fields,
algebraic/transcendental extensions, Galois theory.
prereq: 5285
Minimum credits
4
Maximum credits
4
Is this course repeatable?
No
Grading basis
OPT - Student Option
Lecture
Requirements
001215
Fulfills the writing intensive requirement?
No
Typically offered term(s)
Every Fall & Spring