Communications publiées lors de congrès ou colloques nationaux et internationaux (11)
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).
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).
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).
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).
8.
Cardinal, J., Elloumi, S., & Labbé, M. (2002). Local Optimization of Index Assignments for Multiple Description Coding. Proc. European Signal Processing Conference. Vol. 1 (pp. 269-272) EUSIPCO(2002).
9.
Labbé, M. (1998). Facility location: models, methods and applications. In M. Labbé, G. Laporte, K. Tanczos, & P. Toint (Eds.), Operations research in traffic and transportation management (pp. 264-285) Heidelberg: Springer Verlag.
10.
Fortz, B., Labbé, M., & Maffioli, F. (1997). Methods for designing reliable networks with bounded meshes. Teletraffic contributions for the information age: telegraffic science and enginnering. Vol. 1 (pp. 341-350) International Teletraffic Congress(15: 22-27 June, 1997: Washington).
11.
Krarup, J., & Labbé, M. (1987). Optimal location: minimum versus equilibrium allocation. In G. Rand (Ed.), Operational research'87 (pp. 718-729) Amsterdam: North-Holland.
Rapports de recherche, comptes rendus, lettres à l'éditeur, working papers (17)
1.
De Boeck, J., Fortz, B., Labbé, M., & Marcotte, E. (2021). Bidding in day-ahead electricity markets : a dynamic programming approach.
2.
Plein, F., Thürauf, J., Labbé, M., & Schmidt, M. (2021). A Bilevel Optimization Approach to Decide the Feasibility of Bookings in the European Gas Market.
3.
Domínguez Sánchez, C., Labbé, M., & Marin, A. (2021). Multi-product pricing under a ranked-based consumer choice model: mixed-integer formulations for the Capacitated Rank Pricing Problem.
4.
Domínguez Sánchez, C., Labbé, M., & Marin, A. (2020). The Rank Pricing Problem with Ties.