On Hamilton decompositions of prisms over simple 3-polytopes
This paper is motivated by the conjecture of D. Barnette that the graph of every simple 4-polytope is Hamiltonian. The authors describe Hamiltonian decompositions of the duals of the cycle 4-polytopes and of some graphs which can be described as the Cartesian product of a cubic graph and a \(K_ 2\).
scientific article; zbMATH DE number 3963874