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Dimension Reduction for Hyperspectral Remote Sensor Data Based on Multi-Objective Particle Swarm Optimization Algorithm and Game Theory

机译:基于多目标粒子群算法和博弈论的高光谱遥感数据降维

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摘要

Information entropy and interclass separability are adopted as the evaluation criteria of dimension reduction for hyperspectral remote sensor data. However, it is rather single-faceted to simply use either information entropy or interclass separability as evaluation criteria, and will lead to a single-target problem. In this case, the chosen optimal band combination may be unfavorable for the improvement of follow-up classification accuracy. Thus, in this work, inter-band correlation is considered as the premise, and information entropy and interclass separability are synthesized as the evaluation criterion of dimension reduction. The multi-objective particle swarm optimization algorithm is easy to implement and characterized by rapid convergence. It is adopted to search for the optimal band combination. In addition, game theory is also introduced to dimension reduction to coordinate potential conflicts when both information entropy and interclass separability are used to search for the optimal band combination. Experimental results reveal that compared with the dimensionality reduction method, which only uses information entropy or Bhattacharyya distance as the evaluation criterion, and the method combining multiple criterions into one by weighting, the proposed method achieves global optimum more easily, and then obtains a better band combination and possess higher classification accuracy.
机译:采用信息熵和类间可分离性作为高光谱遥感数据降维的评价标准。但是,简单地使用信息熵或类间可分离性作为评估标准是单方面的,并且会导致单目标问题。在这种情况下,选择的最佳频段组合可能不利于提高后续分类的准确性。因此,在这项工作中,以带间相关为前提,综合信息熵和类间可分离性为降维的评价标准。该多目标粒子群算法易于实现,收敛速度快。它被用来搜索最佳频带组合。此外,当信息熵和类间可分离性都用于搜索最佳波段组合时,也将博弈论引入了维数减少,以协调潜在的冲突。实验结果表明,与仅以信息熵或Bhattacharyya距离为评估准则的降维方法相比,通过加权将多个准则结合为一个准则的降维方法更容易实现全局最优,从而获得更好的频带。组合,具有较高的分类精度。

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