Cycles in multipartite tournaments: Results and problems
In recent years a considerable amount of work has been done on cycles in multipartite tournaments. This paper is an extensive survey of this work. The results are classified in the following categories: cycles of all short lengths; long and longest cycles (here long and short refer to cycles whose length does or does not exceed the number of partite sets in the tournament); Hamiltonian cycles; pancyclic and vertex pancyclic multipartite tournaments; and Hamiltonian-connectedness and complementary cycles. The paper concludes with 120 references.
scientific article; zbMATH DE number 1741676