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Band-Wise Nonlinear Unmixing for Hyperspectral Imagery Using an Extended Multilinear Mixing Model

机译:使用扩展的多线性混合模型对高光谱图像进行带波段非线性分解

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摘要

Most nonlinear mixture models and unmixing methods in the literature assume implicitly that the degrees of multiple scatterings at each band are the same. However, it is commonly against the practical situation that spectral mixing is intrinsically wavelength dependent, and the nonlinear intensity varies along with bands. In this paper, a band-wise nonlinear unmixing algorithm is proposed to circumvent this drawback. Pixel dependent probability parameters of the recent multilinear mixing model that represent different orders of nonlinear contributions are vectorized. Therefore, each band can get a scalar probability parameter which explicitly corresponds to the nonlinear intensity at that band. Before solving the extended model, abundances' sparsity and probability parameters' smoothness are exploited to build two physical constraints. After incorporating them into the objective function as regularization terms, the issue of local minima can be well alleviated to produce better solutions. Finally, alternating direction method of multipliers is applied to solve the constrained optimization problem and implement the nonlinear spectral unmixing. Experiments are further carried out with current model-based simulated data, physical-based synthetic data of virtual vegetated areas, and real hyperspectral remote sensing images, to provide a more reasonable validation for the developed model and algorithm. In comparison with state-of-the-art nonlinear unmixing methods, this method performs better in explaining the band dependent nonlinear mixing effect for improving the unmixing accuracy.
机译:文献中大多数非线性混合模型和解混方法都隐含地假设每个频带上的多次散射度相同。然而,通常的实际情况是,光谱混合本质上是波长依赖性的,并且非线性强度随频带而变化。在本文中,提出了一种带状非线性解混算法来克服这一缺点。对最近的多线性混合模型中代表不同阶数非线性贡献的像素相关概率参数进行矢量化处理。因此,每个频带可以获得标量概率参数,该参数明确对应于该频带的非线性强度。在求解扩展模型之前,要利用丰度的稀疏性和概率参数的平滑度来建立两个物理约束。将它们作为正规化项纳入目标函数后,可以极大地缓解局部极小值的问题,从而产生更好的解决方案。最后,采用乘法器的交替方向法解决约束优化问题,实现非线性频谱分解。利用当前基于模型的模拟数据,虚拟植被区域的基于物理的合成数据以及真实的高光谱遥感图像进一步进行实验,以为开发的模型和算法提供更合理的验证。与最新的非线性分解方法相比,该方法在解释带相关的非线性混合效果以提高分解精度方面表现更好。

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