AXS-Net: Interpretable Deep Unfolding for Hyperspectral Image Denoising via Spectral Basis Unmixing and Structured Noise Refinement

📅 2026-09-08
📈 Citations: 0
Influential: 0
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🤖 AI Summary
该研究通过AXS-Net网络解决高光谱图像中的混合噪声问题,采用谱基分解和结构化噪声细化方法,实现了信号与噪声的有效分离。
📝 Abstract
Hyperspectral images (HSIs) are often degraded by mixed noise, including band-dependent Gaussian perturbations and structured artifacts such as stripes, dead-lines, and impulse noise. Most deep denoisers regress the clean image directly, entangling signal and structured noise. We instead model HSI denoising as $\Y=\A\X+\Snoise+\Nnoise$, where $\A\X$ is a low-rank spectral-subspace (unmixing) reconstruction, $\Snoise$ is structured sparse noise and $\Nnoise$ is residual Gaussian noise. The resulting regularized optimization problem is unrolled into AXS-Net, a $K$-stage alternating proximal-point framework. Each stage combines an analytic spectral-basis gradient step, an SSX-Block proximal operator for abundance coefficients, and an SBlock proximal operator for the structured residual with column-consistent and sparse priors. This optimization correspondence exposes interpretable endmembers, abundance maps, and structured-noise estimates. Across ICVL, CAVE, and Harvard datasets and five noise configurations, the proposed AXS-Net achieves strong in-domain accuracy and competitive zero-shot transfer, with consistent gains across all five noise regimes on ICVL and Harvard. The recovered structured-noise closely follows the synthetic reference, and the recovered spectral basis is smooth and band-ordered rather than an arbitrary set of latent channels.
Problem

Research questions and friction points this paper is trying to address.

Hyperspectral Images
Mixed Noise
Structured Artifacts
Denoising
Gaussian Perturbations
Innovation

Methods, ideas, or system contributions that make the work stand out.

Deep Unfolding
Spectral Basis Unmixing
Structured Noise Refinement
Alternating Proximal-Point Framework
Interpretable Endmembers
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