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New paradigms for solving Combinatorial Optimisation problems

Primary supervisor

Pierre Le Bodic

Research area

Optimisation

In this project we are interested in exploring new paradigms for solving Combinatorial Optimisation problems, and generally NP-hard ones. One direction of research could consist in using approximation algorithms for deriving dual bound within a branch-and-bound algorithms. Other directions could use Machine Learning or new decompositions. This subject is generally quite open so it is important to be highly creative.

Required knowledge

Combinatorial optimisation


Learn more about minimum entry requirements.