2021-2027 Publications

• 2027
  • I. Ait Abderrahim, C. Doerr, M. Durand : “Generating Point Sets of Low Star Discrepancy by Optimizing Kronecker Constructions”, Parallel Problem Solving from Nature – PPSN XIX, vol. 16985, Lecture Notes in Computer Science, Trente, Italy, pp. 550-565, (Springer Nature Switzerland), (ISBN: 978-3-032-36214-8) (2027)
• 2026
  • M. Durand : “Two NP-hard Extensions of the Spearman Footrule even for a Small Constant Number of Voters”, (2026)
• 2025
  • J. Chen, M. Durand, Ch. Hatschka : “Multi-Organizational Scheduling: Individual Rationality, Optimality, and Complexity”, Thirty-Fourth International Joint Conference on Artificial Intelligence {IJCAI-25}, Montreal, Canada, pp. 3780-3787, (International Joint Conferences on Artificial Intelligence Organization) (2025)
  • M. Durand, L. Erlacher, J. Vistisen, S. Simola : “Parameterized Complexity of Hedonic Games with Enemy-Oriented Preferences”, (2025)
• 2024
  • M. Durand, F. Pascual : “Detecting and taking Project Interactions into account in Participatory Budgeting”, (2024)
  • M. Durand, F. Pascual : “Ordering Collective Unit Tasks: from Scheduling to Computational Social Choice”, (2024)
• 2022
  • M. Durand, F. Pascual, O. Spanjaard : “A Non-utilitarian Discrete Choice Model for Preference Aggregation”, Proceedings of the 15^th Scalable Uncertainty Management conference (SUM 2022), vol. 13562, Lecture Notes in Computer Science, Paris, France, pp. 157-171, (Springer International Publishing) (2022)
  • M. Durand, F. Pascual : “Collective Schedules: Axioms and Algorithms”, Symposium on Algorithmic Game Theory - SAGT 2022, vol. 13584, Lecture Notes in Computer Science, Colchester, United Kingdom, pp. 454-471, (Springer International Publishing) (2022)
  • M. Durand, F. Pascual : “Ordonnancements collectifs : Étude axiomatique et algorithmique”, 23^e congrès annuel de la Société Française de Recherche Opérationnelle et d'Aide à la Décision, Villeurbanne - Lyon, France (2022)
• 2021
  • M. Durand, F. Pascual : “Efficiency and Equity in the Multiple Organization Scheduling Problem”, International Workshop on Project Management and Scheduling, Toulouse, France (2021)
  • M. Durand, F. Pascual : “Efficiency and equity in the multi organization scheduling problem”, Theoretical Computer Science, vol. 864, pp. 103-117, (Elsevier) (2021)