This is a first course in abstract algebra covering the basics of groups, rings and fields.
Math 0413 or Math 450 or Math 1185.
This course is required for a Bachelor of Science in mathematics and will count toward a minor in mathematics.
The textbook for this course is Abstract Algebra: Theory and Applications (2015 Edition), by Tom Judson.
The homework in this class will be of two types. There will be a daily homework problem, one for each class, due at the beginning of class. You must be present in class in order to turn it in. The lowest ten daily homework scores will be dropped.
There will also be biweekly problem sets. They are due in class, but if you write up your solutions using LaTeX, you may turn in the resulting PDF by 11pm instead. If you turn in your solutions in class, LaTeX is encouraged but not required.
There will be a midterm exam on March 2 in class, and a final exam on Saturday, April 30, 12:00-13:50.
I will make three options available for extra credit. The first will be a series of problem sets on using Sage to study the course material. The second will be a project on using Sylow's theorems to classify groups of small order. The third will be a project related to ring theory. Each will be worth a maximum of 5% of your total grade, and your extra credit score will be the MAXIMUM of the three (so, you could attempt all three options, but they would not add together).
Your course grade will be determined as follows:
If you have a disability for which you are or may be requesting an accommodation, you are encouraged to contact both your instructor and the Office of Disability Resources and Services, 216 William Pitt Union (412) 624-7890 as early as possible in the term.
Cheating/plagiarism will not be tolerated. Students suspected of violating the University of Pittsburgh Policy on Academic Integrity will incur a minimum sanction of a zero score for the exam or problem set in question. Additional sanctions may be imposed, depending on the severity of the infraction.