Program – SummerSchool2015

24 lun	25 mar	26 mer	27 jeu	28 ven	29 sam	30 dim
Jour entier
0 h 00 min 1 h 00 min 2 h 00 min 3 h 00 min 4 h 00 min 5 h 00 min 6 h 00 min 7 h 00 min 8 h 00 min 9 h 00 min 10 h 00 min 11 h 00 min 12 h 00 min 13 h 00 min 14 h 00 min 15 h 00 min 16 h 00 min 17 h 00 min 18 h 00 min 19 h 00 min 20 h 00 min 21 h 00 min 22 h 00 min 23 h 00 min	9 h 00 min Multi-criteria decision aid Multi-criteria decision aid Août 25 @ 9 h 00 min – 12 h 00 min Billets Christophe Labreuche (Thales) Multi-Criteria Decision Aid (MCDA) aims at helping an individual to make choices among alternatives described by several criteria. Criteria are usually conflicting in the sense that it is not possible to maximize all of them simultaneously. A multi-criteria approach is classically decomposed into the following parts: (1) Structuring phase and choice of[...]	9 h 00 min Risk averse paths Risk averse paths Août 26 @ 9 h 00 min – 12 h 00 min Billets Roberto Sacile (University of Genova) In path finding algorithms from a source to a destination, shortest path algorithms are widely known and currently used in common advance driver assistance systems. However, in some specific applications such as dangerous goods transport, the minimization of the typical objective related to the travel cost (e.g. distance, time etc…)[...] 14 h 00 min Modelling and optimal control of freeway traffic systems Modelling and optimal control of freeway traffic systems Août 26 @ 14 h 00 min – 17 h 00 min Billets Simona Sacone (University of Genova) The most widely used modelling approaches for freeway traffic networks will be described together with the existing schemes for regulating the dynamic behaviour of traffic in the considered transportation systems. Attention will be focused on applied methods and real case studies as well as on the most advanced and innovative[...]	9 h 00 min Multiobjective optimization Multiobjective optimization Août 27 @ 9 h 00 min – 12 h 00 min Billets Xavier Gandibleux and Anthony Przybylski	9 h 00 min Multidisciplinary Optimization and Game Theory Multidisciplinary Optimization and Game Theory Août 28 @ 9 h 00 min – 12 h 00 min Billets Abderrahmane Habbal (INRIA) When solving multi-optimization problems (multi -criteria, -point or -disciplinary ones), the first challenge is to set the relevant definition of what is to be computed. We shall discuss pros and cons of three approaches, scalarization, Pareto Front capture and Game formulations. The last one is quite new, and opens promising perspectives of[...]

Semaine du août 24