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Multisource Knowledge Fusion Based on Graph Attention Networks for Many-Task Optimization

  • IEEE Transactions on Evolutionary Computation
  • Institute of Electrical and Electronics Engineers
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Abstract

Although knowledge transfer methods are developed for many-task optimization problems, they tend to utilize solutions from a single task for knowledge transfer. Indeed, there are usually multiple relevant source tasks with commonality. Multisource data fusion can capture complementary knowledge of distinct source tasks to better assist the optimization of target tasks. However, biases potentially flow with the interaction between tasks during multisource fusion, resulting in performance degeneration. Thus, how to select multiple relevant source tasks and perform multisource knowledge transfer is challenging. To address these issues, this article proposes a multisource knowledge fusion (MKF) method based on graph attention networks. In MKF, tasks are structured using a relational graph, in which each vertex represents a task and each directed edge from vertex u to v represents that u is a source task of v. Particularly, for each task, multiple source tasks are selected based on the distribution similarity and evolutionary performance. In the graph, local message is passed from source tasks to target tasks using graph attention networks, which automatically learn the adjacency weight of each directed edge and aggregate solutions from multiple source tasks to obtain fused representations for target tasks. These fused representations are adopted to generate new solutions through mutation. In this way, multisource knowledge is fused and transferred according to their importance to the target task. Integrating MKF into differential evolution, a new algorithm named MKF-DE is put forward. Experimental results on GECCO2020MaTOP and CEC2022MaTOP show that MKF-DE outperforms state-of-the-art algorithms on most instances.

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Publication details

DOI
10.1109/tevc.2024.3465542
OpenAlex
W4402742861
Document type
article
Language
EN
Source
IEEE Transactions on Evolutionary Computation
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