Line graph of a hypergraph: Difference between revisions

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* 5. J. Krausz, Demonstration nouvelle d'un theorem de Whitney sur les reseaux, Mat. Fiz. Lapok 50 (1943) pp. 75-89
* 6. Yury Metelsky and Regina Tyshkevich, On Line graphs of Linear 3-uniform Hypergraphs: J. of Graph Theory 25, 243-251 (1997).
* 7. Naik R. N., Rao S. B., Shrikhande S. S, and Singhi N. M., Intersection graphs of k-uniform Linear Hypergraphs, Europ. J. Combinatorics (1982) 3, 159-172.
* 8. Naik R. N., Rao S. B., Shrikhande S. S, Singhi, N. M, Intersection graphs of k-uniform hypergraphs, Ann. Discrete Math. 6(1980) 275-279
* 89. L. W. Beineke, On the derived graphs and digraphs, in: Beitrage zur Graphentheorie [H. Saks et al., eds), Teubner, Leipzig (1968)pp. 17-23
* 910. Igor E. Zverovich, A solution to a problem of Jacobson, Kezdy and Lethel, DIMACS Publications. pp 1-7 (2004)