用物理先验增强图网络,提升高光谱图像分类精度
DAPGNet: Dynamic Adaptive Physics-Guided Graph Diffusion Network for Hyperspectral Image Classification

- 引入连续波段物理先验构建多尺度节点表示
- 融合物理一致性与空间距离生成感知先验的稀疏拓扑
- 通过物理门控机制提升特征传播,适合遥感图像分析
高光谱图像(HSI)分类需在光谱变化、混合像素和异质边界下建模可靠像素关系。现有基于图的分类器通常依据空间邻近性、超像素连接或学习特征亲和力构建图结构,但连续波段携带的光谱物理先验对拓扑估计和信息传播影响有限。本文提出DAPGNet,一种动态自适应物理引导图扩散网络,将结构约束的物理先验注入关系级图学习。DAPGNet首先将连续光谱响应编码为节点级多尺度物理先验表示。两阶段图构造器结合光谱-空间亲和性、物理先验一致性与空间距离,形成物理先验感知的稀疏拓扑。图扩散过程中,学习到的边权重转化为加性注意力偏置,物理门控模块在图聚合特征与投影物理先验特征间进行节点与特征级插值。跨尺度融合整合不同扩散深度的节点状态,网络通过主分类损失、辅助监督及二阶光谱平滑正则化优化。在Indian Pines、WHU-Hi-LongKou、Houston2013和Houston2018数据集上的实验表明,DAPGNet在主流CNN、Transformer、Mamba及图基基线中达到最优总体准确率(OA)、平均准确率(AA)与卡帕系数(Kappa)。其在四个数据集上相较最强竞争方法提升平均准确率3.64至7.31个百分点。消融与敏感性分析进一步验证了物理先验提取、先验感知拓扑构建、物理门控传播及光谱平滑正则化的互补作用。
原文摘要 · Abstract (English)
Hyperspectral image (HSI) classification requires reliable pixel-relation modeling under spectral variability, mixed pixels, and heterogeneous boundaries. Existing graph-based HSI classifiers usually construct graph topology from spatial proximity, superpixel connectivity, or learned feature affinity. However, the spectral physical prior carried by contiguous bands has limited influence on topology estimation and message propagation. This paper presents DAPGNet, a dynamic adaptive physics-guided graph diffusion network that injects a structure-constrained physical prior into relation-level graph learning. DAPGNet first encodes contiguous spectral responses into node-wise multiscale physical-prior representations. A two-stage graph constructor then combines spectral-spatial affinity, physical-prior consistency, and spatial distance to form a physical-prior-aware sparse topology. During graph diffusion, learned edge weights are transformed into additive attention biases, while a physical gate performs node-wise and feature-wise interpolation between graph-aggregated features and projected physical-prior features. Cross-scale fusion integrates node states from different diffusion depths, and the network is optimized with main classification, auxiliary supervision, and second-order spectral smoothness regularization. Experiments on Indian Pines, WHU-Hi-LongKou, Houston2013, and Houston2018 show that DAPGNet achieves the best OA, AA, and Kappa among representative CNN-, Transformer-, Mamba-, and graph-based baselines. It improves AA over the strongest competing method by 3.64 to 7.31 percentage points across the four datasets. Ablation and sensitivity analyses further support the complementary effects of physical-prior extraction, prior-aware topology construction, physics-gated propagation, and spectral smoothness regularization.
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