Many Objective Optimization
Many-objective optimization tackles the challenge of finding optimal solutions when faced with numerous, often conflicting, objectives. Current research focuses on improving the efficiency and effectiveness of algorithms like NSGA-II, SMS-EMOA, and newer decomposition-based methods, addressing limitations in handling high-dimensional objective spaces and developing robust approaches for diverse problem structures. These advancements are crucial for tackling complex real-world problems across various engineering and scientific domains where multiple performance criteria must be considered simultaneously, leading to better decision-making and optimized designs.
Papers
Hybrid Many-Objective Optimization in Probabilistic Mission Design for Compliant and Effective UAV Routing
Simon Kohaut, Nikolas Hohmann, Sebastian Brulin, Benedict Flade, Julian Eggert, Markus Olhofer, Jürgen Adamy, Devendra Singh Dhami, Kristian Kersting
A Many Objective Problem Where Crossover is Provably Indispensable
Andre Opris