构造了一种新的Cayley陪集图,并且证明了这种Cayley陪集图能够被表示成〈n〉上的k-置换集V(An,k)上的置换图An,k,进一步说明了得到广泛深入研究的(n,k)-排列图An,k是基于对称群的Cayley陪集图,从而是点传递的.
Structures a new Cayley coset graph,and which can be showed arrangement graph An,k with k-permutation set V(An,k) on 〈n〉.Furthermore,shows that the in-depth studied(n,k)-arrangement graphs An,k’s are Cayley coset graphs based on symmetry group,and so are vertex transitive.