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Absil, R., Camby, E., Hertz, A., & Mélot, H. (2016). A sharp lower bound on the number of non-equivalent colorings of graphs of order n and maximum degree n - 3. Discrete Applied Mathematics, 234, 3-11. Lien externe
Adegbindin, M., Hertz, A., & Bellaïche, M. (2016). A new efficient RLF-like algorithm for the vertex coloring problem. Yugoslav Journal of Operations Research, 26(4), 441-456. Disponible
Altinakar, S., Caporossi, G., & Hertz, A. (2016). A comparison of integer and constraint programming models for the deficiency problem. Computers & Operations Research, 68, 89-96. Lien externe
Hertz, A. (2016). Dessine-moi un graphe. Accromath, 11(1), 8-13. Lien externe
Hertz, A., & Melot, H. (2016). Counting the number of non-equivalent vertex colorings of a graph. Discrete Applied Mathematics, 203, 62-71. Lien externe
Hertz, A., Marcotte, O., Mdimagh, A., Carreau, M., & Welt, F. (2016). Design of a wind farm collection network when several cable types are available. Journal of the Operational Research Society, 68(1), 62-73. Lien externe
Hertz, A., Montagné, R., & Gagnon, F. (2016). Constructive algorithms for the partial directed weighted improper coloring problem. Journal of Graph Algorithms and Applications, 20(2), 159-188. Lien externe
Neveu, F., Bécotte-Boutin, H.-S., Caporossi, G., Hertz, A., Leblay, C., Bergounioux, G., Côté, M. H., Fournier, J. M., Hriba, L., & Prévost, S. (2016). Analyse automatique des données scripturales prétraitées par des outils de visualization. SHS Web of Conferences, 27, 06001 (18 pages). Disponible
