Articles dans des revues avec comité de lecture (165)
  1. 161. Bandelt, H.-J., & Labbé, M. (1986). How bad can a voting location be? Social Choice and Welfare, 3, 125-145.
  2. 162. Labbé, M. (1985). Essays in network location theory. Cahiers du C.E.R.O., 27, 5-130.
  3. 163. Labbé, M. (1985). Outcomes of voting and planning in single facility location problems. European Journal of Operational Research, 20, 299-313.
  4. 164. Labbé, M. (1983). Solutions de Condorcet et médiane dans les réseaux simples. Cahiers du C.E.R.O., 25, 217-229.
  5. 165. Labbé, M. (1982). Equilibre de Condorcet pour le problème de localisation d'une installation polluante. Cahiers du C.E.R.O., 24, 305-312.
    6.   Communications publiées lors de congrès ou colloques nationaux et internationaux (11)
  6. 1. Catanzaro, D., Labbé, M., & Halldorsson, B. (2012). A mixed integer programming model for the parsimonious loss of heterozygosity problem. In Bioinformatics Research and Applications - 8th International Symposium, ISBRA 2012 Springer.
  7. 2. Carroll, P., Fortz, B., Labbé, M., & McGarraghy, S. (2011). Improved Formulations for the Ring Spur Assignment Problem. In J. Pahl, T. Reiners, & S. Vob (Eds.), INOC 2011 (pp. 327-338). (Lecture Notes in Computer Science, 6701). Springer.
  8. 3. Violin, A., Labbé, M., & Castelli, L. (2010). En route charges for ANSP revenue maximization. In ICRAT 2010: 4th International Conference on Research in Air Transportation (pp. 433-440) Vu Duong, David J. Lovell.
  9. 4. Fortz, B., Labbé, M., & Poss, M. (2010). A branch-and-cut-and-price framework for convex MINLP applied to a stochastic network design problem. Proceedings of the European Workshop on Mixed Integer Nonlinear Programming (pp. 131-138) European Workshop on Mixed Integer Nonlinear Programming(12 - 16 April 2010: Marseille, France).
  10. 5. Catanzaro, D., Labbé, M., Andrien, M., & Toungouz Nevessignsky, M. (2009). Mathematical models for HLA association studies: A case study for psoriasis and severe alopecia areata. Tissue Antigens: Proceedings of EFI 2009. Vol. 73 (pp. 399-400).
  11. 6. Cardinal, J., Labbé, M., Langerman, S., & Palop, B. (2005). Pricing of Geometric Transportation Networks. Proc. Canadian Conference on Computational Geometry (pp. 92-96) CCCG(2005).
  12. 7. De Giovanni, L., Fortz, B., & Labbé, M. (2005). A Lower Bound for the Internet Protocol Network Design Problem. Proc. INOC 2005 (pp. 401-407).
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