Graphs & Applications
Publications of Denise AMAR
(bibtex format)
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© King's College.
[
2005 |
2001 |
1999 |
1998 |
1996 |
1995 |
1993 |
1992]
2005
- D. Amar, E. Flandrin, G. Gancarzewicz, and A.P. Wojda. Bipartite graphs with every matching in a cycle. Discrete Math., 2005. To appear.
- D. Amar, E. Flandrin, and G. Gancarzewicz. Cyclability in bipartite graphs, 2005. Submitted.
- D. Amar, D. Brito, and O. Ordaz. Hamiltonian cycles and hamiltonian biconnectedness in bipartite digraph. Divulgacines Matematicas, 2005. To appear.
2001
- D. Amar, M. El Kadi Abderrezzak, and E. Flandrin. Cyclability and pancyclability in bipartite graphs. Discrete Math., 236:3-11, 2001.
1999
- D. Amar, A. Raspaud, and O. Togni. All-to-all wavelength-routing in all-optical compound networks. In Proceedings of the 5-Czech-Slovak International Symposium on Combinatorics, Graph Theory, Algorithms and Applications, Prague July 6-11, 1998. Elsevier, 1999. To appear in Discrete Math.
1998
- D. Amar, S. Brandt, D. Brito, and O. Ordaz. Neighborhood conditions for independent sets in bipartite graphs. Discrete Math., 181:31-36, 1998.
- D. Amar and O. Togni. Irregularity strengh of trees. Discrete Math., 190:15-38, 1998.
1996
- D. Amar, O. Ordaz, and A. Raspaud. Hamiltonian properties and the bipartite independence number. Discrete Math., 161:207-215, 1996.
1995
- D. Amar, S. Brandt, D. Brito, and O. Ordaz. Neighborhood conditions for balanced independent sets in bipartite graphs. Rapport interne, Freie Universität Berlin, 1995.
- D. Amar, O. Favaron, P. Mago, and O. Ordaz. Biclosure and bistability in a balanced bipartite graph. Journal of Graph Theory, 20:513-529, 1995.
1993
- D. Amar, D. Brito, and O. Ordaz. Hamiltonian cycles and hamiltonian-biconnectedness in bipartite digraphs. Rapport interne, LaBRI, Université Bordeaux I, 1993. Soumis pour publication.
- D. Amar, D. Brito, and O. Ordaz. Balanced bipartite sets and cycles in bipartite graphs. Rapport interne, LaBRI, Université Bordeaux I, 1993. Soumis pour publication.
- D. Amar. Irregularity strength of regular graphs of large degree. Discrete Math., 114:9-17, 1993.
- D. Amar. Applying a condition for a hamiltonian bipartite graph to be bipancyclic. Discrete Math., 111:19-25, 1993.
- D. Amar, D. Brito, and O. Ordaz. Hamiltonism and neighborhood of balanced bipartite sets in bipartite graphs. Rapport interne, LaBRI, Université Bordeaux I, 1993. Soumis pour publication.
1992
- D. Amar. Paths and cycles in bipartite graphs. In VI Jordanas en teoria de grafos y sus aplicaciones. Cumaná (Venezuela), 1992.
- D. Amar and Y. Manoussakis. Hamiltonian paths and cycles, number of arcs and independance number in digraphs. Discrete Math., 105:1-16, 1992.
- D. Amar. Hamiltonism in bipartite digraphs. In VI Jordanas en teoria de grafos y sus aplicaciones. Cumaná (Venezuela), 1992.
- D. Amar. A condition for a hamiltonian bipartite graph to be bipancyclic. Discrete Math., 102:221-227, 1992.
10 janvier 2008 (19)
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