73.118 XModMorphismAutoPerm

XModMorphismAutoPerm( X, perm )

Given the isomorphism between the automorphism group of X and its permutation representation PermAut(X), an element of the latter determines an automorphism of X.

    gap> XModMorphismAutoPerm( XSC, (1,2)(3,4)(6,7) );
    Morphism of crossed modules <[c3->s3] >-> [c3->s3]>  

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