Math 321 Algebra Schedule

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Fall 2006

This schedule is subject to change.

Date Topic
Wed 8/30 0 Sets
Fri 9/1 1 Examples, 2 Binary operations
Mon 9/4 Labor Day - no classes
Tues 9/5 3 Isomorphic structures
Wed 9/6 4 Groups
Fri 9/8 More 4 Groups
Mon 9/11 5 Subgroups
Tues 9/12 Seminar day
Wed 9/13 6 Cyclic groups
Fri 9/15 8 Permutation groups
Mon 9/18 More 8 Permutation groups
Tues 9/19 Seminar day
Wed 9/20 9 Cycles
Fri 9/22 10 Cosets
Mon 9/25 More 10 Cosets
Tues 9/26 Seminar day
Wed 9/27 11 Direct products
Fri 9/29 13 Homomorphisms
Mon 10/2 More 13 Homomorphisms
Tues 10/3 Seminar day
Wed 10/4 14 Factor groups
Fri 10/6 More 14 Factor groups
Mon 10/9 15 Simple groups
Tues 10/10 Catch up, review
Wed 10/11 First midterm (take-home).  No class meeting.
Fri 10/13 16 Group actions
Mon 10/16 More 16 Group actions
Tues 10/17 36 Sylow theorems
Wed 10/18 18 Rings and fields
Fri 10/20 Fall break - no classes
Mon 10/23 More 18 Rings and fields
Tues 10/24 Seminar day
Wed 10/25 19 Integral domains
Fri 10/27 20 Fermat's theorem
Mon 10/30 21 Quotient fields
Tues 10/31 Seminar day
Wed 11/1 22 Polynomial rings
Fri 11/3 More 22 Polynomial rings
Mon 11/6 23 Factoring
Tues 11/7 Seminar day
Wed 11/8 26 Homomorphisms, factor rings
Fri 11/10 27 Prime and maximal ideals
Mon 11/13 More 27 Prime and maximal ideals
Tues 11/14 Catch up, review
Wed 11/15 Second midterm (take-home).  No class meeting.
Fri 11/17 29 Extension fields
Mon 11/20 30 Vector spaces
Tues 11/21 Seminar day
Wed 11/22 Thanksgiving break - no classes
Fri 11/24
Mon 11/27 31 Algebraic extensions
Tues 11/28 31 Algebraic extensions
Wed 11/29 Seminar day
Fri 12/1 32 Geometric constructions
Mon 12/4 33 Finite fields
Tues 12/5 Seminar day
Wed 12/6 Fundamental group
Fri 12/8 More fundamental group
Mon 12/11 Catch up, review

Jim Wiseman
Department of Mathematics
Agnes Scott College