For constructing the Generalized Sierpinski graph as described in this paper, I wrote the following code:
def Sier(g,k,m):
for i in range(1,k):
h = Graph()
for j in range(0, m):
perm = {u: (j, u) for u in g}
gg = g.relabel(perm=perm, inplace=False)
h.add_edges(gg.edges())
n1 = [((a, b), (b, a)) for (a, b) in h]
n2 =[((a,a),(a,a)) for (a,b) in h]
x=set(n1)-set(n2)
h.add_edges(list(x))
g=h
return h
The parameters of the function Sier are g :graph, k :the k-th iterate of Sierpinski construction, m :the order of the graph g. The code works fine only for k=2. When I put k=3, I do not get the expected output of the graph. How do I modify the code to get the desired output for any value of k? Thanks beforehand.
