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For any given two 2-factors G and H of a complete p-partite graph K(m, p), with m vertices in each partite set, we prove the existence of a 2-factorization of K(m, p), in which one 2-factor is isomorphic to G, another 2-factor is isomorphic to H and the remaining 2-factors are hamilton cycles. Further, we prove the corresponding result for K(m, p) − I, where I is a 1-factor of K(m, p), when K(m, p...
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