Mare Nostrum (Barcelona Supercomputing Center)

Reproducibility in Optimization Research

Mathematical Optimization, Metaheuristics and Evolutionary Computation are mostly empirical fields. However, reproducibility of published results is not always easy or possible. We published a paper describing the main obstacles to reproducibility and suggestions to overcome them. I have also given shorter lectures for various summer schools summarizing the topic and giving practical advice (and a reproducibility checklist) to make your research in optimization more reproducible.

Expensive Combinatorial Optimization Problems

We have proposed the "The Asteroid Routing Problem: A Benchmark for Expensive Black-Box Permutation Optimization".

With Ekhine Irurozki, we have proposed UMM, an estimation-of-distribution algorithm based on mallows models for expensive black-box permutation problems. Our initial results indicate that UMM produces similar results to GP-based approaches, but it less computationally demanding and can tackle larger problems.

With Leslie Pérez Cáceres and Thomas Stützle, we have examined the performance of different ant colony optimization (ACO) algorithms under a strongly limited budget of 1K evaluations. We compared the performance of classical ACO algorithms to an ACO algorithm that makes use of surrogate modeling of the search landscapes (which we call EGACO). We not only show that tuning algorithms for the limited budget case is of uttermost importance, but also that, surprisingly, direct search by the classical ACO algorithms keeps an edge over the EGACO variants using surrogate modeling.

Machine Decision-Makers

Anytime Behavior of Optimization Algorithms

Automatic Configuration of Optimization Algorithms

Automatic Design of Optimization Algorithms

Local Search and Local Optima in Multi-Objective Optimization

Multi-Objective Optimization

Multi-objective Permutation Flow-shop Scheduling

Travelling Salesman Problem with Time Windows (TSPTW)

Operational Research applied to Space Exploration

We have proposed the "The Asteroid Routing Problem" as a simplified model of the problem of visiting multiple asteroids while minimizing fuel cost and travel time.

I have given two tutorials at GECCO on the topic of Optimization Challenges at the European Space Agency.

Pump Scheduling in Water Distribution Networks

Water Distribution Network

IRIDIA BibTeX Repository

The IRIDIA BibTeX Repository is a collection of high-quality BibTeX files related to my research. Contributions are welcome via github.