Lectures




The following is a tentative schedule:

DAY TOPIC REFERENCE
22 June (Friday) Introduction chapter 1
25 June (Monday) Examples of Groups chapter 2
27 June (Wednesday) Order & Subgroups chapter 3
29 June (Friday) Cyclic Groups chapter 4
2 July (Monday) Permutation Groups chapter 5
4 July (Wednesday) No Class -
6 July (Friday) Permutation Groups II chapter 5
9 July (Monday) Cosets chapter 7
11 July (Wednesday) Normal Subgroups & Factor Groups chapter 9
13 July (Friday) Normal Subgroups & Factor Groups II chapter 9
FIRST TAKE-HOME MIDTERM
16 July (Monday) Isomorphisms chapter 6
18 July (Wednesday) Isomorphisms II chapter 6
20 July (Friday) External & Internal Direct Products chapter 8
23 July (Monday) Fundamental Thm of Finite Abelian Groups chapter 11
25 July (Wednesday) Homomorphisms chapter 10
27 July (Friday) Homomorphisms II chapter 10
30 July (Monday) Introduction to Rings and Integral Domains chapters 12,13
1 August (Wednesday) Ideals chapter 14
3 August (Friday) Factor Rings chapter 14
SECOND TAKE-HOME MIDTERM
6 August (Monday) Fields, Prime Ideals, Maximal Idealschapters 13,14
8 August (Wednesday) Ring Homomorphisms chapter 15
10 August (Friday) Ring Homomorphisms II chapter 15
13 August (Monday) Polynomial Rings chapter 16
15 August (Wednesday) Factorization chapter 17
17 August (Friday) Factorization II chapter 17
20 August (Monday) Divisibility chapter 18
22 August (Wednesday) Review
FINAL EXAM






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