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10 Nov 2019
G on a set X. Define the binary Q 6. Proof Question. Let *: G à X â X be an action of a group relation θ on X by θ:= {(x, y) EXÃX1,-g*x |y=g*,r for some gEG for some gEC) Prove that θ is an equivalence relation on X.
G on a set X. Define the binary Q 6. Proof Question. Let *: G à X â X be an action of a group relation θ on X by θ:= {(x, y) EXÃX1,-g*x |y=g*,r for some gEG for some gEC) Prove that θ is an equivalence relation on X.
Tod ThielLv2
7 May 2019