Topological Symmetry Groups of Small Complete Graphs
AbstractTopological symmetry groups were originally introduced to study the symmetries of non-rigid molecules, but have since been used to study the symmetries of any graph embedded in R3. In this paper, we determine for each complete graph Kn with n ≤ 6, what groups can occur as topological symmetry groups or orientation preserving topological symmetry groups of some embedding of the graph in R3.
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Chambers, D.; Flapan, E. Topological Symmetry Groups of Small Complete Graphs. Symmetry 2014, 6, 189-209.
Chambers D, Flapan E. Topological Symmetry Groups of Small Complete Graphs. Symmetry. 2014; 6(2):189-209.Chicago/Turabian Style
Chambers, Dwayne; Flapan, Erica. 2014. "Topological Symmetry Groups of Small Complete Graphs." Symmetry 6, no. 2: 189-209.