分布估计算法
水准点(测量)
数学优化
EDAS系统
计算机科学
构造(python库)
人工智能
适应性
算法
面子(社会学概念)
选择(遗传算法)
最优化问题
分布(数学)
连续优化
生成语法
机制(生物学)
机器学习
生成模型
双层优化
数学
深度学习
约束优化
多目标优化
优化算法
解算器
过程(计算)
全局优化
作者
Bo Zhang,Fengyang Sun,Jie Tian,Lin Wang,Chengjie Zhang,S Liu,Bo Yang
标识
DOI:10.1109/tevc.2026.3656388
摘要
Estimation of distribution algorithms (EDAs) face substantial difficulty in navigating complex landscapes efficiently due to predefined prior assumptions. Deep generative model-based EDAs solve this issue by utilizing the deep generative model to construct a flexible distribution for guiding optimization. However, constructing accurate distribution suffers from the relative scarcity of high-quality solutions, leading to inferior performance. To deal with the challenge, this study proposes an optimizer with Variational Autoencoder-based EDA (OPT-VAE), which utilizes the VAE’s advantage of low data requirement to construct distribution for guiding search effectively. OPT-VAE integrates the proposed spatial-temporal tournament selection mechanism along with the novel dual-space exploration mechanism to aid VAE navigating the complex landscapes. Experimental results on the well-known benchmark suites, including BBOB and CEC2013 benchmark, highlight OPT-VAE’s superior adaptability and optimization performance on various complex problems compared to eleven state-of-the-art optimization algorithms.
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