| Course Title: Abstract Algebra: 'Groups' |
| Start Date: 01/23/2023 End Date: 05/08/2023 |
| Term: Spring Semester 2023 |
| Description: Abstract algebra is the study of the common principles that govern computations with seemingly disparate objects. One way to begin is by studying groups, which are sets with a single operation under which each non-identity element is invertible. Examples include the integers with addition, invertible matrices of size n, permutations of a fixed set, and the symmetries of an object. Our goal is to study a definition of groups that unifies all of the important examples above and more. |
| Distribution(s): II - Math & Sciences , TP - Topics Course |
| Academic Level Of Course: Undergraduate     | Credits:4.00     |
| Faculty         | Phone         | Email address         |
| Jessica Sidman   | 413-538-3251   | jsidman@mtholyoke.edu   |
| Meeting Dates         | Method         | Meeting days         | Meeting times         | Building name         | Room     | Frequency     |
| 01/23/2023 - 05/08/2023   | Lecture   | Monday, Wednesday and Friday   | 11:30AM - 12:45PM   | CLAP - Clapp Laboratory   | 420   | Weekly |
| Requisite Courses         | ||
| Prereq: MATH-211 and either MATH-206 or MATH-232. | Take previously   | Required   |
| Comments         |
| Additional Comments         |
| Course Tags         |
| Cross-listed Sections         |
| None   |
| Course Availability | ||||
| Section status: Open     | Capacity: 18     | Enrollment: 12     | Available: 6     | Waitlist: 0 |
BOOK INFORMATION
| Book List         | Required         | Publisher Full Price         |
| Title: Algebra in Action: A Course in Groups, Rings, and Fields Author: Shahriar, Shahriari Copyright: 2017 Edition: Volume: ISBN: 9781470428495 Publisher: American Mathematical Society |
Required   | 114.98   |
| Additional Book Comments         |
| This is the complete book list for this class.   |
| Instructor's comments about the book list: Students need not purchase a copy of the text if they are comfortable with an online version. Up to 210 pages may be downloaded as a pdf for free from the college library. I'll let you know which chapters to download.   |