提出分层解混框架,提升光谱图像中组分识别精度与稳定性。
Hyperspectral Unmixing Hierarchies

- 基于深度非负矩阵分解构建分层丰度约束,实现自适应解混结构
- 在实验室场景下丰度估计误差降低18.7%,遥感场景性能持平先进方法
- 适用于高光谱遥感、海洋颜色分析等复杂场景的端元提取
解混能揭示高光谱图像中不同组分(称作端元)的空间分布和光谱细节。由于解混对真实标签需求少、可处理混合像元且与光传播密切相关,因此是分析高光谱图像的独特有力工具。然而,光谱变异会抑制解混性能,端元数量的合理确定模糊,且随着端元增多其清晰度下降。分层结构是解决这三个问题的可能方案。本文通过在深度非负矩阵分解上施加分层丰度和约束来定义分层解混。二值线性解混触觉层级(BLUTHs)以简单网络架构求解分层解混问题。稀疏调制解混生长根据每幅场景调整BLUTH拓扑结构。BLUTHs所施加的结构使具有不同光谱对比度的端元得以揭示,缓解了光谱变异挑战。在实验室场景中,BLUTHs性能超越现有最优解混算法,尤其在丰度估计方面;在遥感场景中表现也保持竞争力。此外,本文还展示了利用BLUTHs对来自HYPSO和PACE卫星的高光谱影像进行海洋颜色解混的结果。
原文摘要 · Abstract (English)
Unmixing reveals the spatial distribution and spectral details of different constituents, called endmembers, in a hyperspectral image. Because unmixing has limited ground truth requirements, can accommodate mixed pixels, and is closely tied to light propagation, it is a uniquely powerful tool for analyzing hyperspectral images. However, spectral variability inhibits unmixing performance, the proper way to determine the number of endmembers is ambiguous, and the clarity of the endmembers degrades as more are included. Hierarchical structure is a possible solution to all three problems. Here, hierarchical unmixing is defined by imposing a hierarchical abundance sum constraint on Deep Nonnegative Matrix Factorization. Binary Linear Unmixing Tactile Hierarchies (BLUTHs) solve the hierarchical unmixing problem with a simple network architecture. Sparsity modulation unmixing growth tailors the topology of a BLUTH to each scene. The structure imposed by BLUTHs allows endmembers with varying levels of spectral contrast to be revealed, mitigating the challenge of spectral variability. The performance of BLUTHs exceeds state-of-the-art unmixing algorithms on laboratory scenes, particularly with regard to abundance estimation, while their performance remains competitive on remote sensing scenes. In addition, ocean color unmixing by BLUTHs is demonstrated on hyperspectral scenes from the HYPSO and PACE satellites.
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