Current Ph.D. students:
Paula Fermín Cueto (expected graduation in 2025). Airport slot allocation.
Malte Billen (expected graduation in 2025). Bi-level integration of timetabling, vehicle and crew scheduling in large-scale networks.
Adam Dunajski (expected graduation in 2028). Mathematical programming study of matching problems and related problems. Polyhedral properties and solution methods.
Graduated Ph.D. students:
Xavier Cabezas (2018). Heuristic methods for solving two discrete optimization problems.
Lukas Schäfer (2018). Design of reliable aerospace system architecture.
Minerva Martín del Campo Barraza (2020). Efficient algorithms for solving p-median problems with radius constraints and its application to clustering with feature selection.
Ivona Gjeroska (2022). Solution methods for some variants of the vehicle routing problem.
Former Postdoctoral researchers:
Maxence Delorme (2017-2020). Integer Programming for large and complex matching problems.
David Rodríguez Penas (2019-2020). High performance computing for facility location problems.