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Benchmarking Feature-based Algorithm Selection Systems for Black-box Numerical Optimization
TL;DR: In this paper, a benchmarking methodology for feature-based algorithm selection for black-box optimization has been proposed, and the performance of algorithm selection systems can be significantly improved by using a pre-solver.
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Abstract: Feature-based algorithm selection aims to automatically find the best one from a portfolio of optimization algorithms on an unseen problem based on its landscape features. Feature-based algorithm selection has recently received attention in the research field of black-box numerical optimization. However, algorithm selection for black-box optimization has been poorly understood. Most previous studies have focused only on whether an algorithm selection system can outperform the single-best solver in a portfolio. In addition, a benchmarking methodology for algorithm selection systems has not been well investigated in the literature. In this context, this paper analyzes algorithm selection systems on the 24 noiseless black-box optimization benchmarking functions. First, we demonstrate that the successful performance 1 measure is more reliable than the expected runtime measure for benchmarking algorithm selection systems. Then, we examine the influence of randomness on the performance of algorithm selection systems. We also show that the performance of algorithm selection systems can be significantly improved by using a pre-solver. We point out that the difficulty of outperforming the single-best solver depends on algorithm portfolios, cross-validation methods, and dimensions. Finally, we demonstrate that the effectiveness of algorithm portfolios depends on various factors. These findings provide fundamental insights for algorithm selection for black-box optimization.
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Citations
Pflacco: Feature-Based Landscape Analysis of Continuous and Constrained Optimization Problems in Python.
TL;DR: The herein proposed Python package pflacco provides a set of numerical features to characterize single-objective continuous and constrained optimization problems, and offers these tools to an even wider audience and thereby promotes research interests and novel avenues in the area of optimization.
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How Far Out of Distribution Can We Go With ELA Features and Still Be Able to Rank Algorithms?
Gašper Petelin,Gjorgjina Cenikj +1 more
- 05 Dec 2023
TL;DR: The findings demonstrate that the task of ranking algorithms becomes substantially more challenging when the functions differ from those encountered during meta-learning training, and that the effectiveness of algorithm selection diminishes when confronted with problem instances that substantially deviate from the training distribution.
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Improving Algorithm-Selectors and Performance-Predictors via Learning Discriminating Training Samples
NULL AUTHOR_ID,NULL AUTHOR_ID +1 more
- 14 Jul 2024
Fitness Landscape k-Nearest Neighbors Classification Based on Fitness Values Distribution
Vojtěch Uher,Pavel Krömer +1 more
- 30 Jun 2024
TL;DR: This study investigates the representation of Fitness Landscapes using normalized histograms of fitness values and their classification using k-Nearest Neighbors, examining performance on 24 benchmark problems with varying sampling strategies and distance measures.
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