

Math 3110 Fall 2011

Tentative Calendar



August

Sunday
Monday
Tuesday
Wednesday
Thursday
Friday
Saturday


1 2 3 4 5 6


7 8 9 10 11 12 13


14 15 16 17 18 19 20


21 22 23 Intro. to Groups
Chapters 1 & 2 25 Basic Properties
Finish Chapter 2 27


28 Example: Integers
Chapter 0 30 Example: Modular Arithmetic
Chapter 0 




September

Sunday
Monday
Tuesday
Wednesday
Thursday
Friday
Saturday


1 Euclidean Algorithm 3


4 No Class 6 Functions & Permutations
Chapter 0 8 Symmetries & Dihedral Groups
Chapter 1 10


11 Subgroups
Chapter 3 13 Example: Matrix Groups 15 Cyclic Groups
Chapter 4 17


18 Subgroup Lattice of Z mod n 20 Catch Up & Review 22 Test #1 24


25 Cyclic 27 Cyclic 29 Permutations 




October

Sunday
Monday
Tuesday
Wednesday
Thursday
Friday
Saturday


1


2 Cycle Notation
Chapter 5 4 Even & Odd Permutations
Chapter 5 6 Isomorphisms
Chapter 6 8


9 Isomorphisms
Chapter 6 11 Cayley's Theorem
Chapter 6
Equivalence Relations
Chapter 0 13 No Class 15


16 Cosets
Chapter 7 18 Lagrange's Theorem
Chapter 7 20 External Direct Products
Chapter 8 22


23 Catch Up & Review 25 Test #2 27 Normal Subgroups
Chapter 9 29


30 Quotient Groups
Chapter 9 




November

Sunday
Monday
Tuesday
Wednesday
Thursday
Friday
Saturday


1 Examples of Quotient Groups 3 Homomorphisms & Kernels
Chapter 10 5


6 Isomorphism Theorems 8 More homomorphism examples 10 Finite Abelian Groups
Chapter 11 12


13 Introduction to Rings
Chapter 12 15 Catch Up & Review 17 Test #3 19


20 Subrings and Properties
Chapter 12 22 No Class 24 No Class 26


27 Integral Domains & Fields
Chapter 13 29 Ideals
Chapter 14 




December

Sunday
Monday
Tuesday
Wednesday
Thursday
Friday
Saturday


1 Quotient Rings
Chapter 14 3


4 Prime & Maximal Ideals
Chapter 14 6 Ring Homomorphisms
Chapter 15 8 Catch Up & Review 10


11 12 13 Final Exam
12-2:30pm 15 16 17


18 19 20 21 22 23 24


25 26 27 28 29 30 31








Last Updated November 8^th, 2011.