I finally caught up with your Abstract Algebra course since finding out about you from Michael Penn. I am exited to watch the videos as they come out. I have no background in Abstract Algebra, and still everything felt easily followable and clearly explained so far, so keep up the good work!
Thanks! My goal has been to make this course as self-contained as possible so that anyone that knows the basics of proof writing can learn Abstract Algebra. I'm glad you are enjoying it!
Yes I did! It should be (x); the (x^2) at 13:00 is a typo. Thank you for pointing this out! By the way, if you're curious, the ring R[x]/(x^2) is actually isomorphic to the ring of dual numbers which Michael Penn did an interesting video about: ruclips.net/video/ceaNqdHdqtg/видео.html
I finally caught up with your Abstract Algebra course since finding out about you from Michael Penn. I am exited to watch the videos as they come out. I have no background in Abstract Algebra, and still everything felt easily followable and clearly explained so far, so keep up the good work!
Thanks! My goal has been to make this course as self-contained as possible so that anyone that knows the basics of proof writing can learn Abstract Algebra. I'm glad you are enjoying it!
At 13:00 did you mean to write (x) instead of (x^2)?
Yes I did! It should be (x); the (x^2) at 13:00 is a typo. Thank you for pointing this out!
By the way, if you're curious, the ring R[x]/(x^2) is actually isomorphic to the ring of dual numbers which Michael Penn did an interesting video about: ruclips.net/video/ceaNqdHdqtg/видео.html