Angel E. Rodriguez-Fernandez

12 papers Journal 6Unranked 5
YearRankTypeTitle / Venue / Authors
2025 J jnl
A Newton Method for Hausdorff Approximations of the Pareto Front Within Multiobjective Evolutionary Algorithms.
IEEE Trans. Evol. Comput.
Hao Wang, Angel E. Rodriguez-Fernandez, Lourdes Uribe, André H. Deutz, Oziel Cortés-Piña, Oliver Schütze
2025 — conf
Finding the Set of Nearly Optimal Solutions of a Multi-objective Optimization Problem.
GECCO Companion
Oliver Schütze, Angel E. Rodriguez-Fernandez, Carlos Segura, Carlos Ignacio Hernández Castellanos
2025 J jnl
Finding the Set of Nearly Optimal Solutions of a Multiobjective Optimization Problem.
IEEE Trans. Evol. Comput.
Oliver Schütze, Angel E. Rodriguez-Fernandez, Carlos Segura, Carlos Hernández
2025 J jnl
Finding ϵ-Locally Optimal Solutions for Multiobjective Multimodal Optimization.
IEEE Trans. Evol. Comput.
Angel E. Rodriguez-Fernandez, Lennart Schäpermeier, Carlos Hernández, Pascal Kerschke, Heike Trautmann, Oliver Schütze
2025 — conf
Hot Off the Press: A Newton Method for Hausdorff Approximations of the Pareto Front within Multi-objective Evolutionary Algorithms.
GECCO Companion
Hao Wang, Angel E. Rodriguez-Fernandez, Lourdes Uribe, André H. Deutz, Oziel Cortés-Piña, Oliver Schütze
2025 — conf
Hot off the Press: Finding ϵ-Locally Optimal Solutions for Multi-Objective Multimodal Optimization.
GECCO Companion
Angel E. Rodriguez-Fernandez, Lennart Schäpermeier, Carlos Ignacio Hernández Castellanos, Pascal Kerschke, Heike Trautmann, Oliver Schütze
2025 J jnl
MMD-Newton Method for Multi-objective Optimization.
CoRR
Hao Wang, Chenyu Shi, Angel E. Rodriguez-Fernandez, Oliver Schütze
2025 — conf
On the Approximation of the Entire Pareto Front of a Constrained Multi-objective Optimization Problem.
EMO (2)
Angel E. Rodriguez-Fernandez, Carlos Ignacio Hernández Castellanos, Oliver Schütze
2024 J jnl
A Newton Method for Hausdorff Approximations of the Pareto Front within Multi-objective Evolutionary Algorithms.
CoRR
Hao Wang, Angel E. Rodriguez-Fernandez, Lourdes Uribe, André H. Deutz, Oziel Cortés-Piña, Oliver Schütze
2024 — conf
Hypervolume Gradient Subspace Approximation.
PPSN (4)
Kenneth Zhang, Angel E. Rodriguez-Fernandez, Ke Shang, Hisao Ishibuchi, Oliver Schütze
2021 — —
On the Study of Fitness Landscapes and the Max-Cut Problem
Angel E. Rodriguez-Fernandez
2020 J jnl
Clustering Improves the Goemans-Williamson Approximation for the Max-Cut Problem.
Comput.
Angel E. Rodriguez-Fernandez, Bernardo A. Gonzalez-Torres, Ricardo Menchaca-Méndez, Peter F. Stadler