Notes
I am writing some notes for the course, that will be always updated.
Week 7
Between Monday and Wednesday we did group actions on sets, and we will finish this on Friday. On Friday we will start the last topic, Sylow's theorems.
Week 6
On Monday we finished the basics on normal subgroups. Between Wednesday and Friday we will cover most of the isomorphisms theorems (more or less section 34). Probably we will finish this section by next Monday. Everything we are doing (from now on) is not on on the book, or, if it is, it will have a different proof.
Week 5
Between Monday and Wednesday we did cosets (section 10). On Friday we will start working with normal subgroups (section 14).
Week 4
On Monday we did partitions (section 0). Wednesday we did a review for the midterm. And Friday, midterm.
Oh, and on Tuesday we had donuts at office hours. Just saying...
Week 3
On Monday we finished permutation. Between Wednesday and Friday we will do the direct product (section 11).
Week 2
On Monday we finished cyclic groups and introduced homomorphisms (section 13). Wednesday we talked about homomorphism, which we will finish on Friday. On Friday we will also start talking about permutations (sections 8 and 9).
Week 1
On Monday we covered section 4; between Wednesday and Friday I plan on finishing section 4 and doing sections 5 and 7 (I am not doing all section 7, I am skipping Caley's graphs).