MATH 456 — Honours Algebra 3

Groups, quotient groups and the isomorphism theorems. Group actions. Groups of prime order and the class equation. Sylow's theorems. Simplicity of the alternating group. Semidirect products. Principal ideal domains and unique factorization domains. Modules over a ring. Finitely generated modules over a principal ideal domain with applications to canonical forms.

• Rating: 4.18 out of 5 from 116 student reviews
• Difficulty: 3.66 out of 5
• Credits: 3
• Faculty: Faculty of Science
• Department: Mathematics and Statistics
• Taught by: Mikael Pichot
• Prerequisites: MATH 235 or MATH 245

Sections offered

• Section 001 (Lec), Mon Wed Fri 11:35 am-12:25 pm — 11 seats open