Hamiltonian circuits in polytopes with even sided faces
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It has been conjectured that ifP is a simple 3-polytope all of whose faces have an even number of sides, thenP has a Hamiltonian circuit. In this paper it is shown that, if all the faces ofP are either quadrilaterals or hexagons, thenP does have a Hamiltonian circuit.
KeywordsDiscrete Math Common Vertex Common Edge Adjacent Edge Infinite Family
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