Other name: F010A
It has degree 3, with 10 vertices and 15 edges.
It has girth 5, diameter 2 and radius 2.
Its symmetry group has 120 elements.
It is not bipartite.
It is not Hamiltonian.
It is symmetric.
It is 3-arc-transitive.
Its distance-list is 1,3,6.
http://en.wikipedia.org/wiki/Petersen_graph
Petersen graph is the skeleton of the hemidodecahedron
Petersen graph is the skeleton of N10.5 with muliplicity 2
Petersen graph is the skeleton of N12.3 with muliplicity 2
Petersen graph is the skeleton of N16.5′ with muliplicity 2
Petersen graph is the skeleton of N10.4 with muliplicity 2
Petersen graph is the skeleton of N16.6′ with muliplicity 2
Petersen graph is the dual of K6 in the projective plane
For copyright details of Wikipedia image see Petersen_graph_blue.svg.
