Abstract Algebra I Syllabus  (Spring 2023)

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Professor: Yoonjin Lee

Office: Science Complex Building B, 313

Prerequisite: Linear Algebra, Number Theory (optional)

Text: A FIRST COURSE IN ABSTRACT ALGEBRA by John B. Fraleigh (Seventh Edition, Addison Wesley).

References:
Abstract Algebra by T.W. Hungerford (Springer)
Abstract Algebra by D.S. Dummit and R.M. Foote (Wiley)

Course Description:
Throughout Abstract Algebra I we study comprehensive concepts of Groups and basic notions of Rings assuming students have the basic knowledge of linear algebra.

Course Outline:
Chapter 1. Groups and Subgroups
Chapter 2. Permutations, Cosets, and Direct Products
Chapter 3. Homomorphisms and Factor Groups
Chapter 4. Rings and Fields
Chapter 5. Ideals and Factor Rings
Some adjustments may be applied.

Grading Scheme:
HW Assignments: 10 %
Quizzes: 10 %
Midterm Exam: 35 %
Final Exam: 40%
Attendance (class and TA session): 5 %

Schedule of Exams:
Midterm Exam:   April 17, 2023 (Mon.)
Final Exam:   June 19, 2020 (Mon.)

Grades and policy:
*  You will be evaluated throughout the whole semester by means of one midterm, a comprehensive final exam, two quizzes and weekly homeworks.
*  Attendance of class and TA session is very important to complete the course.
*  Make-up quizzes and exams will NOT be given. NO late homework will be accepted.

Class expectations:
Students are expected to attend all the lectures. You have to spend enough time for reviewing the material on a regular basis. The best way to learn the material is to spend enough time thinking about the homework problems virtually every day as our class progresses. In addition, you are encouraged to discuss the homework assignments with others, but you must write up your own solutions and turn them in individually.