Every simple 3-polytope of order 32 or less is Hamiltonian
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Using theorems of Butler, Goodey, and Okamura we show that every simple 3-polytope of order 32 or less is Hamiltonian.
[1] P. R. Goodey. Hamiltonian Circuits on Simple 3–Polytopes , 1972 .
[2] J. Lederberg. Hamilton Circuits of Convex Trivalent Polyhedra (Up to 18 Vertices) , 1967 .
[3] Haruko Okamura. Hamiltonian circuits on simple 3-polytopes with up to 30 vertices , 1982 .
[4] J. W. Butler,et al. Hamiltonian circuits on simple 3-polytopes☆ , 1973 .
[5] David Barnette,et al. Hamiltonian circuits in simple 3-polytopes with up to 26 vertices , 1974 .