The topological symmetry group TSG(Γ) of an embedding Γ of a graph in S3 is the subgroup of the automorphism group of the graph which is induced by homeomorphisms of (S3,Γ)
Nearby in the stack
. If we restrict to orientation preserving homeomorphisms then we obtain the orientation preserving topological symmetry group
TSG+(Γ)
. In this paper we determine all groups that can be
TSG(Γ)
or
TSG+(Γ)
for some embedding
Γ
of a generalized Petersen graph other than the exceptional graphs