SchurElement( H, phi )
returns  the   constants arising  from    the  Schur relations   for  the
irreducible   character phi of  the  Iwahori-Hecke  algebra H.  phi
should   be specified by  its    parameter (see CharParams in   section
Operations and functions for Coxeter groups) .
    gap> u := X( Rationals );; u.name := "u";;
    gap> v := X( LaurentPolynomialRing( Rationals ) );; v.name := "v";;
    gap> H := Hecke( CoxeterGroup( "G", 2 ), [ u ^ 2, v ^ 2 ], [ u, v ] );
    Hecke(CoxeterGroup("G", 2),[ u^2, v^2 ],[ u, v ])
    gap> SchurElement( H, [ [ 1, 3, "'" ] ] );
    (u^(-4) + u^(-6))*v^6 + (u^(-2) + 2*u^(-4) + u^(-6))*v^4 + (1 + 2*u^(
    -2) + u^(-4))*v^2 + (1 + u^(-2))
This function requires the package "chevie" (see RequirePackage).
GAP 3.4.4