Course Evaluation Customization Form

Viewing: MATH 109, section 01


Term: 1192 - 1192
Instructor: Taylor, Libkind

Learning Goals

Learn fundamental concepts of group theory such as generators, cosets, homomorphisms, conjugacy, normal subgroups, and illustrate them in examples, group classification, and applications in cryptography.
How well did you achieve this learning goal in this course?


Explore group theory results applied to permutations and symmetric groups, as well as matrix groups, Mobius groups, crystallographic groups.
How well did you achieve this learning goal in this course?


Understand the power of group actions as a tool for exploring real world examples and explaining their properties, such as the symmetries of the platonic solids.
How well did you achieve this learning goal in this course?


Course Elements

How useful to you were the lectures?


How useful to you were the problem sets?


How useful to you were the writing assignments?


How useful to you was the textbook Groups and Symmetry?


How useful to you was/were the Lecture Notes on Canvas?


Additional Questions

How would you describe your level of engagement in this course?


Please comment on the guidance o the course staff (instructor, teaching assistant) in preparing you to do written work (problem sets, final paper, and exams).


Please comment on the overall quality of the course. What worked particularly well and in what ways might the course be improved?


Please comment, as appropriate, on how well the instructor presented the subject matter, stimulated your intellectual curiosity and independent thinking. and contributed to your knowledge of the subject matter.



Process Comments:

Key: 23815
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