An algorithm for rotation-invariant Hamiltonian cycles is used to compute compression factors for all cubic edge-transitive graphs on up to 10,000 vertices except two non-Hamiltonian graphs and 98 others with only lower bounds.
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Computing the Hamiltonian compression factors of cubic graphs
An algorithm for rotation-invariant Hamiltonian cycles is used to compute compression factors for all cubic edge-transitive graphs on up to 10,000 vertices except two non-Hamiltonian graphs and 98 others with only lower bounds.