The idea of a homomorphism is the most important. Elliot Nicholson, might you make a video just exploring your insight into homomorphisms because currently the ideas are spread out and it seems the central most powerful notion. That one definition seems to make all this possible. Like limits for calculus. Thank you for these delightful lectures😃😃😃
The idea of a homomorphism is the most important. Elliot Nicholson, might you make a video just exploring your insight into homomorphisms because currently the ideas are spread out and it seems the central most powerful notion. That one definition seems to make all this possible. Like limits for calculus. Thank you for these delightful lectures😃😃😃
I wish this one had a more interesting example.
both examples are extremely trivial...
too general and abstract sadly is dificult to see how an example would look.
cannot agree more.
I think the first example is not valid, the only element g in G would be g=id. On a cayley table a column or a row can't have repeated elements.
Oh a cayley table is only for a group acting on itself so my comment doesnt apply to G acting o A.