RangeEndomorphismDerivation( chi )
Each derivation chi determines an endomorphism rho of R
such
that rho r = r (partial chi r). This construction defines a
homomorphism from the Whitehead group to Aut(R).
gap> rho8 := RangeEndomorphismDerivation( chi8 ); GroupHomomorphismByImages( s3, s3, [ (4,5,6), (2,3)(5,6) ], [ (), (2,3)(4,6) ] ) gap> rho4 := RangeEndomorphismDerivation( chi4 ); GroupHomomorphismByImages( s3, s3, [ (4,5,6), (2,3)(5,6) ], [ (4,6,5), (2,3)(5,6) ] )
GAP 3.4.4