HallConjugatingAgWord( S, H, K )
Let H, K and S be ag group with a common parent group such that H
and K are Hall-subgroups of S, then HallConjugatingAgWord
returns
an element g of S as ag word, such that <H>^g = <K>.
gap> d8 := HallSubgroup( s4, 2 ); Subgroup( s4, [ a, c, d ] ) gap> d8 ^ b; Subgroup( s4, [ a*b^2, c*d, d ] ) gap> HallConjugatingAgWord( s4, d8, d8 ^ b ); b gap> HallConjugatingAgWord( s4, d8 ^ b, d8 ); b^2
GAP 3.4.4