CE40 - Mathématiques 2020

Design of spatio-temporal networks in stochastic and dynamic environment: new mathematical models and optimization approaches – DESIDE

Submission summary

The main objective of this proposal is to provide new mathematical models and optimization approaches for design of spatio-temporal networks in stochastic and dynamic environment . Optimization approaches and mathematical modelling will concern strategic, tactical and operational levels. More specifically, such combinatorial NP-hard problems as Facility Location and Vehicle Routing problems will be considered jointly through optimizing the following decisions: (1) optimum number of facilities, (2) optimal facility location, (3) optimal relocation of facilities according to dynamic evolving parameters, (4) allocation of clusters to each facility, over the time period where the information about spatio-temporal parameters is incomplete or inexact, (5) various formulations of routing problems among the facilities of the network will be considered under different optimality criteria.

Project coordination

François CLAUTIAUX (Institut de mathématiques de Bordeaux)

The author of this summary is the project coordinator, who is responsible for the content of this summary. The ANR declines any responsibility as for its contents.

Partnership

GROUPE KEDGE BUSINESS SCHOOL
IMB Institut de mathématiques de Bordeaux
Académie des Sciences de Russie / Sobolev Institute of Mathematics

Help of the ANR 142,569 euros
Beginning and duration of the scientific project: December 2020 - 48 Months

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