Items where Author is "Carvalho, Margarida"

Collaboration network

Please wait

Help

This graph maps the connections between all the collaborators of {}'s publications listed on this page.

Each link represents a collaboration on the same publication. The thickness of the link represents the number of collaborations.

Use the mouse wheel or scroll gestures to zoom into the graph.

You can click on the nodes and links to highlight them and move the nodes by dragging them.

Hold down the "Ctrl" key or the "⌘" key while clicking on the nodes to open the list of this person's publications.

2023

Perreault-Lafleur, C., Carvalho, M., & Desaulniers, G. (2023). A stochastic integer programming approach to reserve staff scheduling with preferences. International Transactions in Operational Research, 25 pages. External link

Carvalho, M., & Lodi, A. (2023). A theoretical and computational equilibria analysis of a multi-player kidney exchange program. European Journal of Operational Research, 305(1), 373-385. External link

2022

Carvalho, M., Lodi, A., & Pedroso, J. P. (2022). Computing equilibria for integer programming games. European Journal of Operational Research, 303(3), 1057-1070. External link

2021

Farnadi, G., St-Arnaud, W., Babaki, B., & Carvalho, M. (2021, February). Individual Fairness in Kidney Exchange Programs [Paper]. 35th AAAI Conference on Artificial Intelligence / 33rd Conference on Innovative Applications of Artificial Intelligence / 11th Symposium on Educational Advances in Artificial Intelligence. External link

Baggio, A., Carvalho, M., Lodi, A., & Tramontani, A. (2021). Multilevel Approaches for the Critical Node Problem. Operations Research, 69(2), 486-508. External link

Bobbio, F., Carvalho, M., Torrico, A., & Lodi, A. (2021, July). Optimal capacity expansion in the college admission [Paper]. 31st European Conference on Operational Research (EURO 2021). Unavailable

2018

Carvalho, M., Pedroso, J. P., Telha, C., & Van Vyve, M. (2018). Competitive uncapacitated lot-sizing game. International Journal of Production Economics, 204, 148-159. External link

Carvalho, M., Klimentova, X., & Viana, A. (2018). Observability of power systems with optimal PMU placement. Computers & Operations Research, 96, 330-349. External link

Carvalho, M., Lodi, A., & Marcotte, P. (2018). A polynomial algorithm for a continuous bilevel knapsack problem. Operations Research Letters, 46(2), 185-188. External link

2017

Carvalho, M., Pedroso, J. P., Telha, C., & Van Vyve, M. (2017). Competitive uncapacitated lot-sizing game. (Technical Report n° DS4DM-2017-008). External link

Carvalho, M., Lodi, A., & Pedroso, J. P. (2017). Existence of Nash equilibria on integer programming games. (Technical Report n° DS4DM-2017-003). External link

Carvalho, M., Lodi, A., & Pedroso, J. P. (2017, June). Existence of Nash equilibria on integer programming games [Paper]. 18th Congress of the Portuguese Operational Research Society (APDIO), Valença, Portugal. External link

Baggio, A., Carvalho, M., Lodi, A., & Tramontani, A. (2017). Multilevel approaches for the critical node problem. (Technical Report n° DS4DM-2017-012). External link

Carvalho, M., Lodi, A., & Marcotte, P. (2017). A polynomial algorithm for a continuous bilevel knapsack problem. (Technical Report n° DS4DM-2017-006). External link

2016

Caprara, A., Carvalho, M., Lodi, A., & Woeginger, G. J. (2016). Bilevel knapsack with interdiction constraints. INFORMS Journal on Computing, 28(2), 319-333. External link

Carvalho, M., Lodi, A., Pedroso, J. P., & Viana, A. (2016). Nash equilibria in the two-player kidney exchange game. Mathematical Programming, 161(1-2), 389-417. External link

2014

Caprara, A., Carvalho, M., Lodi, A., & Woeginger, G. J. (2014). A study on the computational complexity of the bilevel knapsack problem. SIAM Journal on Optimization, 24(2), 823-838. External link

Carvalho, M., Lodi, A., Pedroso, J. P., & Viana, A. (2014). Two-player kidney exchange game. (Technical Report). Unavailable

2013

Caprara, A., Carvalho, M., Lodi, A., & Woeginger, G. J. (2013, March). A complexity and approximability study of the bilevel knapsack problem [Paper]. 16th Conference on Integer Programming and Combinatorial Optimization (IPCO 2013), Valparaiso, Chile. External link