Dear forum,
I am new in GAP. Maybe this is just a very simple question.
Cayley sum graph Cay^+(G,S) is a graph on an abelian group G and two vertices
are adjacent iff their sum lies in S.
I am trying to draw Cay^+(Z_2\timesZ_6,{(0,1),(1,2),(1,3)}) and do the
following in GAP:
>G:=AbelianGroup([2,6]);
>gen:=GeneratorsOfGroup(G);
>S:=[gen[2],gen[1]*gen[2]^2,gen[1],gen[1]*gen[2]^3];
>Graph(Group(()),Elements(G),OnPoints, function(x,y) return x*y in S; end,
>true);
This returns an error. I guess the problem is how to refer the elements of a
group to the vertex set.
In addition, I also want to test if this graph is hamiltonian or not. But I
couldn't find a direct function for this. Does anyone know about this?
Thanks very much,
Grant
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