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首页> 外文期刊>Journal of Advanced Computatioanl Intelligence and Intelligent Informatics >A Pareto Optimal Solution Visualization Method Using an Improved Growing Hierarchical Self-Organizing Maps Based on the Batch Learning
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A Pareto Optimal Solution Visualization Method Using an Improved Growing Hierarchical Self-Organizing Maps Based on the Batch Learning

机译:基于批处理学习的改进的成长式层次自组织图的帕累托最优解可视化方法

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摘要

In the multi-objective optimization problem that appears naturally in the decision making process for the complex system, the visualization of the innumerable solutions called Pareto optimal solutions is an important issue. This paper focuses on the Pareto optimal solution visualization method using the growing hierarchical self-organizing maps (GHSOM) which is one of promising visualization methods. This method has a superior Pareto optimal solution representation capability, compared to the visualization method using the self-organizing maps. However, this method has some shortcomings. This paper proposes a new Pareto optimal solution visualization method using an improved GHSOM based on the batch learning. In the proposed method, the batch learning algorithm is introduced to the GHSOM to obtain a consistent visualization maps for a Pareto optimal solution set. Then, the symmetric transformation of maps is introduced in the growing process in the batch learning GHSOM algorithm to improve readability of the maps. Furthermore, the learning parameter optimization is introduced. The effectiveness of the proposed method is confirmed through numerical experiments with comparing the proposed method to the conventional methods on the Pareto optimal solution representation capability and the readability of the visualization maps.
机译:在复杂系统决策过程中自然出现的多目标优化问题中,称为帕累托最优解的无数解的可视化是一个重要问题。本文重点研究使用增长的分层自组织图(GHSOM)的帕累托最优解决方案可视化方法,这是一种有希望的可视化方法。与使用自组织图的可视化方法相比,该方法具有出色的帕累托最优解表示能力。但是,这种方法有一些缺点。本文基于批处理学习,提出了一种使用改进的GHSOM的Pareto最优解可视化方法。在提出的方法中,将批处理学习算法引入到GHSOM中,以获得帕累托最优解集的一致可视化图。然后,在批处理学习GHSOM算法的成长过程中引入了地图的对称变换,以提高地图的可读性。此外,介绍了学习参数优化。通过数值实验验证了所提方法的有效性,并与帕雷托最优解表示能力和可视化图的可读性进行了比较。

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