Congrats! You have Salman Khan grip for teaching. You should try submit your videos to them since they lack abstract algebra videos. And by the way. Keep it coming.
Congrats! You have Salman Khan grip for teaching. You should try submit your videos to them since they lack abstract algebra videos. And by the way. Keep it coming.
If Sauron had paid attention in his abstract algebra class, he’d have made his ring without zero divisors, and it would never have been destroyed
I'm stealing this joke
I actually understand what you’re saying. It makes sense. Zn is an integral domain if n is prime.
Holy Guacamoly, this is the most ELI5 answer I've come across. Thank you so much and may the higher being bless you.
I really love the way or the technique of your teaching. It has really been helpful for me. Keep making more video :)
9 years later. GREAT VIDEO!
Dude from the bottom of my heart, good looks.
Really helpful video man , thank you very much , keep doing this !!!!
Congrats! You have Salman Khan grip for teaching. You should try submit your videos to them since they lack abstract algebra videos. And by the way. Keep it coming.
the way of teachin is really fantastic.this video really help me to understand the concept better. keep on making these kind of wonderful videos..
finally a great video on polynomial rings. bravo
Nice. A lot of fun in math is around clever uses. I think that is what separated Fibonacci from the academics later on. (Neumann, Hilbert, etc)
@1:10 I think it would be a good time to introduce a little number theory, but great video series keep them coming!
Great vid! However, isn't there a generalized formula for finding the amount of zero divisors in a ring??
What ever happened to the videos on polynomial rings? @_@
thanks for this video!
Why is Z7 an integral domain, when 2*7 = 0 in that ring? Clearly there exist zero divisors in the ring, no?
+DarkdwarfSoaD 7=0 in Z_7
The elements of Z7 are 0,1,2,3,4,5,6.....
thanks!
Congrats! You have Salman Khan grip for teaching. You should try submit your videos to them since they lack abstract algebra videos. And by the way. Keep it coming.