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Particle swarm optimization for nonlinear spectral unmixing: A case study of generalized bilinear model

机译:粒子群算法在非线性频谱分解中的应用:以广义双线性模型为例

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Spectral unmixing is a key procedure of hyperspectral remote sensing analysis. Recently, nonlinear unmixing becomes a hotspot in this research field. However, due to the complexity of the nonlinear mixing models (nonLMM), it is trivial to develop an algorithm for nonlinear unmixing. Particle Swarm Optimization (PSO) is a classical algorithm of natural computation, which presents a great potential of nonlinear unmixing. Specially, it employs only a fitness value directly determined by the nonLMM, and does not need any information concerning about the gradient, hessian matrix, or probability distributions. Thus, it can be easily applied to characterize complex nonLMMs. In this paper, we develop a biswarm (double swarm) PSO algorithm for nonlinear unmixing, with a case study of generalized bilinear model (GBM). The experimental results indicate that the proposed algorithm outperforms other traditional algorithms for hyperspectral images. As a result, we can conclude that the PSO algorithm is an excellent method for addressing nonlinear unmixing problem.
机译:光谱分解是高光谱遥感分析的关键过程。近年来,非线性分解成为该研究领域的热点。但是,由于非线性混合模型(nonLMM)的复杂性,开发用于非线性分解的算法很简单。粒子群算法(PSO)是自然计算的经典算法,具有很大的非线性分解潜力。特别地,它仅采用由nonLMM直接确定的适应度值,并且不需要任何有关梯度,粗麻布矩阵或概率分布的信息。因此,它可以很容易地应用于表征复杂的非LMM。在本文中,我们以广义双线性模型(GBM)为例,开发了一种用于非线性解混的biswarm(double swarm)PSO算法。实验结果表明,该算法优于其他传统的高光谱图像算法。结果,我们可以得出结论,PSO算法是解决非线性分解问题的一种出色方法。

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