MATH 3032

Abstract Algebra II

Lec 01 selected

Rings, fields, integral domains, Fermat's theorem, Euler's theorem, ideals, quotient rings, prime and maximal ideals, factorization of polynomials, Gröbner bases, Unique Factorization Domains, Euclidean Domains and Gaussian integers, and applications as time allows.

Sections

Lecture

From the syllabus

From the Winter 2024 syllabus by Neil J. Ross. Open the PDF

Grading

30%Assignments (10)Lowest grade dropped; remaining 9 count equally
30%MidtermMarch 1
40%Final examCumulative; must earn at least 50% to pass

Textbook

  • Abstract Algebra (3rd edition), David S. Dummit and Richard M. Foote (optional)

Course rules

Late work
Late assignments receive zero unless a prior arrangement was made.
Missed exams
Missed exams receive zero unless a prior arrangement was made; missed midterms cannot be rescheduled.
Missed work
With exceptional circumstances or prior instructor agreement, the missed requirement's weight shifts to the final exam.
Exam materials
Textbooks, course notes, and calculators are not permitted during exams.
Assignment submission
Submit by 23:59 on the due date, in person at the beginning of class or by email as one PDF.
Collaboration
Students may collaborate on problems, but submissions must be prepared individually.
Recording
Students may not record lectures.

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