Advances in Optimization Techniques

The field of optimization is witnessing significant developments, with a focus on improving the efficiency and effectiveness of algorithms for complex problems. Researchers are exploring new approaches to tackle challenges such as large-scale global optimization, expensive multi-objective optimization, and mixed categorical-continuous variables. Notably, innovative frameworks and algorithms are being proposed to address these challenges, including cooperative co-evolution, composite indicator-guided infilling sampling, and massively parallelizable memetic tabu search. These advancements have the potential to revolutionize various applications, from protein binder design to multi-modal optimization. Some particularly noteworthy papers include:

  • A Novel Two-Phase Cooperative Co-evolution Framework, which proposes a novel framework for large-scale global optimization with complex overlapping.
  • Composite Indicator-Guided Infilling Sampling, which introduces a composite indicator-based evolutionary algorithm for expensive multi-objective optimization.
  • New Improvements in Solving Large LABS Instances Using Massively Parallelizable Memetic Tabu Search, which presents a massively parallelized implementation of the memetic tabu search algorithm for solving large Low Autocorrelation Binary Sequences instances.

Sources

A Novel Two-Phase Cooperative Co-evolution Framework for Large-Scale Global Optimization with Complex Overlapping

Composite Indicator-Guided Infilling Sampling for Expensive Multi-Objective Optimization

PlatMetaX: An Integrated MATLAB platform for Meta-Black-Box Optimization

Many-to-Many Matching via Sparsity Controlled Optimal Transport

Why risk matters for protein binder design

Challenges of Interaction in Optimizing Mixed Categorical-Continuous Variables

Advancements in Multimodal Differential Evolution: A Comprehensive Review and Future Perspectives

New Improvements in Solving Large LABS Instances Using Massively Parallelizable Memetic Tabu Search

When to Truncate the Archive? On the Effect of the Truncation Frequency in Multi-Objective Optimisation

High Dimensional Bayesian Optimization using Lasso Variable Selection

A Truncated Newton Method for Optimal Transport

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