MATH 665 – Topics Abstract Algebra I An introduction to Category Theory and Universal Algebra TuTh 12:30-13:45, MDD 214 Instructor: Arturo Magidin Office Hours: MF 11–12, Tu 3–4, We 2–3
- r by appointment.
Office: MDD 404. Campus Phone: 482-6706. e-mail: magidin@louisiana.edu Course homepage: http://userweb.ucs.louisiana.edu/~avm1260/math665.html Course Moodle page: MATH665-001-202120 PREREQUISITES: Passing the Algebra written comprehensive; or being advanced to candidacy;
- r passing the MATH 565-566 sequence with a grade of A or B in both courses and permission of the
instructor. MAIN SOURCES: The main book will be George M. Bergman’s An Invitation to General Algebra and Universal Constructions, 2nd Edition, Universitext, Springer-Verlag, 2015, ISBN 978-3-310-11477-4 (softcover). The book is not going to be available in the bookstore. You can get a PDF of a very close version of the text from the author’s website, at: https://math.berkeley.edu/~gbergman/245/ COURSE MODE AND COVID-19 RELATED INFORMATION: As of this writing, my plan is for the course to run “HyFlex”1. The precise balance between face-to-face and remote content delivery is yet to be determined. It will depend on the situation “on the ground” (how things look in Maxim Doucet, and how students and instructor feel about the situation), and also on the basis
- f campus, city/parish, state, and national directives. But as indicated in the schedule of classes, the
default will be face-to-face, on-campus. At least our first meeting will be face-to-face, on campus. If you have have concerns about any of the above, please contact me immediately. I understand that the situation is fluid, and that some may have serious concerns. I will try to be as accommodating as possible. See also the University’s Covid-19 syllabus policies and guidelines that are attached to this
- syllabus. I am also including some notes on contingencies, and how “remote” parts of the course might
play out after the University’s policies and guidlines. MY OFFICE AND OFFICE HOURS: My office is in Maxim Doucet Hall Room 404. However, please note that per University directives and the Dean’s instructions, faculty are requested to keep our presence on campus and our offices to a minimum, and to conduct office hours remotely or in larger rooms. As a result of this, I may frequently not be found in my office during this semester. I will do my best to remain remotely available during “regular hours” if I am not. I will have four office hours a week, tentatively set as above. We can also “meet” by appointment if you cannot make the regular office hours. You may e-mail me to set up an appointment, or talk to me right before or right after class. Feel free to ask for an appointment, especially if you cannot make the regular office hours for some reason. Meetings can be carried out through video conference platforms like zoom and/or Microsoft Teams (some rooms may be available in the Math Department to conduct office hours in a well-spaced environment, but there will be some competition for the space so I cannot at present promise that will be possible). If I am not logged in on the platform, reach out via e-mail (I may be distracted with some other stuff and forgot to log on).
1“A course that is usually taught face-to-face that utilizes a combination of online technology and on-campus learning
to deliver the course during emergencies.”
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