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- Möbius–Kantor_graph abstract "In the mathematical field of graph theory, the Möbius–Kantor graph is a symmetric bipartite cubic graph with 16 vertices and 24 edges named after August Ferdinand Möbius and Seligmann Kantor. It can be defined as the generalized Petersen graph G(8,3): that is, it is formed by the vertices of an octagon, connected to the vertices of an eight-point star in which each point of the star is connected to the points three steps away from it.".
- Möbius–Kantor_graph thumbnail Möbius–Kantor_unit_distance.svg?width=300.
- Möbius–Kantor_graph wikiPageID "13396591".
- Möbius–Kantor_graph wikiPageRevisionID "580054753".
- Möbius–Kantor_graph automorphisms "96".
- Möbius–Kantor_graph chromaticIndex "3".
- Möbius–Kantor_graph chromaticNumber "2".
- Möbius–Kantor_graph diameter "4".
- Möbius–Kantor_graph edges "24".
- Möbius–Kantor_graph genus "1".
- Möbius–Kantor_graph girth "6".
- Möbius–Kantor_graph name "Möbius–Kantor graph".
- Möbius–Kantor_graph namesake "August Ferdinand Möbius and S. Kantor".
- Möbius–Kantor_graph properties Bipartite_graph.
- Möbius–Kantor_graph properties Cayley_graph.
- Möbius–Kantor_graph properties Cubic_graph.
- Möbius–Kantor_graph properties Graph_embedding.
- Möbius–Kantor_graph properties Hamiltonian_path.
- Möbius–Kantor_graph properties Perfect_graph.
- Möbius–Kantor_graph properties Symmetric_graph.
- Möbius–Kantor_graph properties Unit_distance_graph.
- Möbius–Kantor_graph radius "4".
- Möbius–Kantor_graph title "Möbius-Kantor Configuration".
- Möbius–Kantor_graph title "Möbius-Kantor Graph".
- Möbius–Kantor_graph urlname "Moebius-KantorConfiguration".
- Möbius–Kantor_graph urlname "Moebius-KantorGraph".
- Möbius–Kantor_graph vertices "16".
- Möbius–Kantor_graph subject Category:Individual_graphs.
- Möbius–Kantor_graph subject Category:Regular_graphs.
- Möbius–Kantor_graph comment "In the mathematical field of graph theory, the Möbius–Kantor graph is a symmetric bipartite cubic graph with 16 vertices and 24 edges named after August Ferdinand Möbius and Seligmann Kantor. It can be defined as the generalized Petersen graph G(8,3): that is, it is formed by the vertices of an octagon, connected to the vertices of an eight-point star in which each point of the star is connected to the points three steps away from it.".
- Möbius–Kantor_graph label "Graphe de Möbius-Kantor".
- Möbius–Kantor_graph label "Möbius–Kantor graph".
- Möbius–Kantor_graph label "Граф Мёбиуса — Кантора".
- Möbius–Kantor_graph sameAs M%C3%B6bius%E2%80%93Kantor_graph.
- Möbius–Kantor_graph sameAs Graphe_de_Möbius-Kantor.
- Möbius–Kantor_graph sameAs Q3115519.
- Möbius–Kantor_graph sameAs Q3115519.
- Möbius–Kantor_graph wasDerivedFrom Möbius–Kantor_graph?oldid=580054753.
- Möbius–Kantor_graph depiction Möbius–Kantor_unit_distance.svg.
