How can I verify an isomorphism relation between two graphs that join cube and octahedron vertices?
I have two sets of nodes, corresponding to the vertices of the cube (S1 = {1,…,8}) and the octahedron (S2 = {1,…,6}), respectively. I construct each graph G joining vertices of S_1 to vertices of S_2. Having two graphs G_1 and G_2, how can I check if there is an isomorphism relation between these two graphs?I have two sets of nodes, corresponding to the vertices of the cube (S1 = {1,…,8}) and the octahedron (S2 = {1,…,6}), respectively. I construct each graph G joining vertices of S_1 to vertices of S_2. Having two graphs G_1 and G_2, how can I check if there is an isomorphism relation between these two graphs? I have two sets of nodes, corresponding to the vertices of the cube (S1 = {1,…,8}) and the octahedron (S2 = {1,…,6}), respectively. I construct each graph G joining vertices of S_1 to vertices of S_2. Having two graphs G_1 and G_2, how can I check if there is an isomorphism relation between these two graphs? isomorphism, graph, graph theory MATLAB Answers — New Questions