The Number of Endomorphisms and Automorphisms of A Class of Groups with Order 6Ρ2
Combined with the relevant knowledge of linear congruence equation,the element properties,endomorphisms and automorphisms of a class of ternary generated non-abelian groups with 6Ρ2 order are studied.The number of end-omorphisms and automorphisms is calculated,and it is verified that the number of endomorphisms satisfies the conjecture of T.Asai and T.Yoshida.
number of endomorphismsnumber of automorphismslinear congruence equation
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