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Hamiltonicity of Cubic Planar Graphs with Bounded Face Sizes
Fullerene graphs, i.e., 3-connected planar cubic graphs with pentagonal and hexagonal faces, are conjectured to be Hamiltonian. This is a special case of a conjecture of Barnette and Goodey, stating that 3-connected planar cubic graphs with faces of size at most 6 are Hamiltonian. We prove Barnette and Goodey's conjecture.
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