Math 434, Spring 2002

January 2002

Sun Mon Tue Wed Thu Fri Sat
    1 2 3 4 5
6 7 8 9 10 11 12
13 14 15 16 17 18 19
20 21 22
First day of Class

Intro, review and Rubik's
23 24
Rubik's Cube
25
Rubik's
26
27 28
Topspin
29
Sylow: Generalized Cayley
30 31
Generalized Cayley
   

February 2002

Sun Mon Tue Wed Thu Fri Sat
          1
|HK|
Use of Normalizer
2
3 4
Use of Normalizer
5
Burnside examples
6 7
Burnside example
8
Burnside example
9
10 11
Correspondence Theorem
12
Finite Abelian groups
13 14

Finite Abelian groups
15Definition of Ring 16
17 18
Construction of Integers and Polynomials
19
Homomorphisms and Ideals
20 21
Quotient Rings and Relations
22
Adjunction of elements
23
24 25
Integral Domains

Fractional Fields
26
Maximal Ideals
27 28
Extra Day
   
             

March 2002

Sun Mon Tue Wed Thu Fri Sat
          1
Extra Day
2
3 4
Factoring integers and polynomials
5
Unique factorization domains, principle ideal rings, Euclidean domains
6 7

Gauss's Lemma
8

Explicit factorization of polynomials
9
10 11
Primes in Gaussian Integers
12
Midterm

Algebraic integers
13 14
Factoring in Imaginary quadratic fields
15

Exam 1
16
17 18
Spring Break
19
Spring Break
20
Spring Break
21
Spring Break
22
Spring Break
23
24 25
Ideal factorization
26
Extra day
27 28
Modules or Fields?
29
Matrices, Free Modules, Bases
30
31            
             

April 2002

Sun Mon Tue Wed Thu Fri Sat
  1
Principle of Permanence of Ideals
2
Diagonalization of Integer Matrices
3 4

Fields: part 1
5

Fields: part 2
6
7 8Registration

Fields: part 3
9Registration

Fields: part 4
10 11Registration

Student Presentation
12Registration

No Class
13
14 15
Student Presentation
16
Student Presentation
17 18
Student Presentation
19
Student Presentation
20
21 22
Student Presentation
23
Student Presentation
24 25
Student Presentation
26
Student Presentation
27
28 29
Student Presentation
30
Student Presentation
       

May 2002

Sun Mon Tue Wed Thu Fri Sat
      1 2
Student Presentation
3
Student Presentation
4
5 6
Student Presentation
7
Student Presentation
8 9
Reading Period
10
Reading Period
11
12 13
213 Final 4:00
14 15
434 Final at noon
16
300 Final 4:00
17 18
19 20 21 22 23 24 25
26 27 28 29 30 31