| 11. | Apply a bipartite graph edge coloring algorithm to.
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| 12. | The incidence graph of a generalized 2-gon is a complete bipartite graph.
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| 13. | However, every bipartite graph occurs as an induced subgraph of some hypohamiltonian graph.
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| 14. | Properties 1 and 2 define a bipartite graph.
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| 15. | No smaller non-hamiltonian cubic 3-connected bipartite graph is currently known.
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| 16. | Under this correspondence, the biadjacency matrices of bipartite graphs are exactly the degree two.
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| 17. | The algorithm is easier to describe if we formulate the problem using a bipartite graph.
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| 18. | Subcubic bipartite graphs admit an interval incidence coloring using four, five or six colors.
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| 19. | All FMC diagrams are bipartite graphs.
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| 20. | These examples are all bipartite graphs.
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