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by Anders Yeo
http://www.brics.dk/~yeo/PS_file/PAPERS/Y1998/11.ps
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Abstract:

A polynomial algorithm for finding a cycle covering a given set of vertices in a semicomplete multipartite digraph

Citations

893 Graph Theory with Applications – Bondy, Murty - 1976
30 Cycles and paths in semicomplete multipartite digraphs, theorems and algorithms: a survey – Gutin
25 Cycles and paths in bipartite tournaments with spanning configurations, Combinatorica 9 – HÀggkvist, Manoussakis - 1989
23 A criterion for complete bipartite digraphs to be Hamiltonian, Vestsi Acad – Gutin - 1984
20 A polynomial algorithm for the 2path problem for semicomplete digraphs – Bang-Jensen, Thomassen - 1992
20 One-diregular subgraphs in semicomplete multipartite digraphs, submitted – Yeo
16 Chemins et circuits hamiltoniens des graphes complets – Camion - 1959
15 Polynomial algorithms for finding cycles and paths in bipartite tournaments – Manoussakis, Tuza - 1990
14 A polynomial algorithm for the Hamiltonian cycle problem in semicomplete multipartite digraphs – Bang-Jensen, Gutin, et al. - 1998
14 paths in multipartite oriented graphs – Zhang, Hamilton - 1989
13 A sufficient condition for a semicomplete multipartite digraph to be Hamiltonian, Discrete Math – Bang-Jensen, Gutin, et al. - 1996
13 Paths and cycles in digraphs – Gutin - 1993
11 Weakly Hamiltonian-connected vertices in bipartite tournaments – Bang-Jensen, Manoussakis - 1995
7 Hamiltonian cycles avoiding prescribed arcs – Bang-Jensen, Gutin, et al. - 1997
7 Cycles through k vertices and k arcs in bipartite tournaments – Bang-Jensen, Manoussakis - 1994