计算机科学
比例(比率)
生成语法
进化计算
人工智能
进化算法
机器学习
量子力学
物理
作者
Chenyang Li,Gary G. Yen,Zhenan He
标识
DOI:10.1109/cec65147.2025.11043086
摘要
In practical applications, dynamic multi-objective optimization problems inevitably face large-scale scenarios. Massive search space and high-dimensional historical data pose some serious challenges to existing prediction-based change response mechanisms, which affects their ability in maintaining population diversity and accurately predicting convergent solutions. In this paper, we propose a generative model-driven approach that trains a generative model for a new environment only through historical Pareto optimal sets. It can generate both convergent and diverse population for the new environment. We show that by introducing a new training scheme and loss function for adversarial autoencoder, the training of the generative model can achieve stable convergence under high-dimensional coupled data conditions. In addition, the trained generative model can maintain the diversity of generative candidate solutions by smooth sampling in the latent space. Extensive experiments were conducted on a typical dynamic multi-objective testing suite with problem settings ranging from 30 to 600 dimensions. These experimental results demonstrate that the optimization performance of the proposed approach outperforms those of the existing state-of-the-art designs.
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