Hi everyone, I need a lot help on how to find automorphisms on these particular Cayley graphs.
I have three groups here: <a,b,c,d | [ab,cd]=1>; <a,b,c,d | abcda^(-1)b^(-1)c^(-1)d^(-1)=1>; <a,b,c,d | [a,b][c,d]=1>.
I finally got three Cayley graphs down, first one is like Z^2, but with...