Course title and number: Introduction to Abstract Algebra MATH 408
Term: Fall 2024
Class time and location: MWF 2:00PM-3:15PM NETH 153
Instructor: Nathan Green
Email: ngreen@latech.edu
Office: NETH 221
Office hours: Tuesday 2-4 Walk in, MWF 10-12 by appointment, Thursday 3-5 by appointment, other times by appointment if necessary.
https://cocalc.com/share/public_paths/b7f522befb58cefc531e496e89dba0acbdc2396b
 Math408_Green_Fall_2024.pdf
Math408_Green_Fall_2024.pdfHere the current syllabus.
This schedule give the approximate dates of topics for the next week or so.
Homework assignments will be posted here.
 HW1Fall408.pdf
HW1Fall408.pdf HW2Fall408.pdf
HW2Fall408.pdf HW3Fall408.pdf
HW3Fall408.pdf HW4Fall408.pdf
HW4Fall408.pdf HW5Fall408.pdf
HW5Fall408.pdf HW6Fall408.pdf
HW6Fall408.pdf HW7Fall408.pdf
HW7Fall408.pdf HW8Fall408.pdf
HW8Fall408.pdf 408GraduateAssignment_pGroups.pdf
408GraduateAssignment_pGroups.pdf 1 Intro To Groups 23.pdf
1 Intro To Groups 23.pdf 2 Binary Operations 23.pdf
2 Binary Operations 23.pdf 3 Isomorphic Binary Operations 23.pdf
3 Isomorphic Binary Operations 23.pdf 4 Groups 23.pdf
4 Groups 23.pdf 5 Subgroups 23.pdf
5 Subgroups 23.pdf 6 Cyclic Groups 23.pdf
6 Cyclic Groups 23.pdf 8 Permutation Groups 23.pdf
8 Permutation Groups 23.pdf 9 Orbits And Cycles 23.pdf
9 Orbits And Cycles 23.pdf 10 Cosets And Lagranges Theorem 23.pdf
10 Cosets And Lagranges Theorem 23.pdf 11 Direct Products And Finite Abelian Groups 23.pdf
11 Direct Products And Finite Abelian Groups 23.pdf Discrete Log Problem And Cryptography 23.pdf
Discrete Log Problem And Cryptography 23.pdf 13 Homomorphisms 23.pdf
13 Homomorphisms 23.pdf 14 Quotient Groups23.pdf
14 Quotient Groups23.pdf 18 Rings And Fields 23.pdf
18 Rings And Fields 23.pdf 19 Integral Domains 23.pdf
19 Integral Domains 23.pdf 20 Fermat And Euler23.pdf
20 Fermat And Euler23.pdf Exam 2 Review 23.pdf
Exam 2 Review 23.pdf 23 Factoring Polynomials23.pdf
23 Factoring Polynomials23.pdf