Oh wow, there is so much abastract algebra and number theory here! I have a question. So, if I am not mistaken, these are a kind of group action. For the cases where there mapping is a permutation (and symmetric), we have that the application of some homomorphism maps every element into an element of the original set. Is this an endomorphism? I am trying to remember my algebra and it is just screaming at me!
been loving these vids mate keep it up
Oh wow, there is so much abastract algebra and number theory here! I have a question. So, if I am not mistaken, these are a kind of group action. For the cases where there mapping is a permutation (and symmetric), we have that the application of some homomorphism maps every element into an element of the original set. Is this an endomorphism? I am trying to remember my algebra and it is just screaming at me!
any more bld vids?
No I'm not planning on making more
@@TheGrayCuber oh okay
The reason they're not symmetrical is because you're not using all of the points.
That is correct. I made these to look at the behavior of specific subsets of points.