Information
- Instructor: Sunny
- TA: Zeyu
- Syllabus, Zulip, Calendar
- Gradescope, Reading Question Form, Weekly Reflection Form
- Reading Assignments, Reflection Assignments, Exams
- Resources, Canvas, Voting Flashcard
Schedule
| W | Mon | Wed | Fri |
|---|---|---|---|
| 0 | (No Class) |
Introduction Class: S |
|
| 1 |
Arithmetic Due: RAClass: S |
Set Theory Due: RAClass: S |
Dihedral Groups Due: RA, MAClass: S |
| 2 |
Groups and Examples Due: RA, WRClass: S |
Elementary Properties Due: RAClass: S |
Order Due: RAClass: S |
| 3 |
Subgroups Due: WRClass: S |
Examples of Subgroups Due: RAClass: S |
Cyclic Groups Due: RAClass: S |
| 4 |
Review Due: WRClass: S |
Midterm 1 |
Cyclic Groups Due: RAClass: S |
| 5 |
Permutation Groups Due: RA, WRClass: S |
Isomorphisms Due: RA, MT1CClass: S |
Cayley’s Theorem Due: RAClass: S, N |
| 6 |
Properties of Isomorphisms Due: RA, WRClass: S |
Automorphisms Due: RAClass: S |
Cosets Due: RAClass: S |
| 7 |
Lagrange’s Theorem Due: RA, WRClass: S |
Normal Subgroups Due: RAClass: S |
(Veteran’s Day) |
| 8 |
Review Due: WRClass: S, N |
Midterm 2 |
Factor Groups Due: RAClass: S, N |
| 9 |
External Direct Products Due: RA, WRClass: S, N |
Internal Direct Products Due: RA, MT2CClass: S, N |
(Thanksgiving) |
| 10 |
Homomorphisms Due: RAClass: S, N |
First Isomorphism Theorem Due: RAClass: S, N |
Review Due: FRClass: S, N |
| 11 | Final Exam [Due Tue 14:30] | ||