MOSAIC:面向遥感图像超分辨率的、基于图像引导原型条件的多尺度以对象为中心的槽适配
MOSAIC: Multi-Scale Object-Centric Slot Adaptation with Image-Guided Prototype Conditioning for Remote Sensing Image Super-Resolution
AI总结:
本研究针对遥感图像超分辨率任务提出MOSAIC框架,通过以对象为中心的结构槽与共享原型内存适配冻结扩散Transformer,在UCMerced等数据集上实现PSNR与LPIPS指标提升,更好保留小对象等结构信息。
摘要:
预训练的扩散Transformer为图像复原提供了强大的生成先验,但将其适配到对结构敏感的任务仍具挑战性。现有方法主要依赖密集的低分辨率特征作为条件,这些特征常将显著对象与主导背景纠缠,且无法为跨尺度、跨样本的重复结构提供足够抽象性。我们提出MOSAIC,这是一个以对象为中心的表示学习框架,用于学习生成模型适配的紧凑结构条件。MOSAIC将退化观测组织为结构槽,以捕获互补的对象级和布局级证据,跨分辨率整合这些槽,并从共享原型内存中检索重复先验以补充不完整的图像特定信息。得到的表示通过轻量级残差调制注入到冻结扩散Transformer的选定层中,从而保留其预训练的生成先验。我们将MOSAIC实例化用于遥感图像超分辨率,其中小对象、重复结构和大规模变化构成了具有挑战性的测试平台。在UCMerced、AID和RSSCN7上的实验表明,在×2和×4设置下PSNR均有一致提升,且在×4设置下LPIPS结果更优。定性结果进一步证明其能更好地保留小对象、结构边界和重复空间模式。
英文摘要:
Pretrained diffusion Transformers provide powerful generative priors for image restoration, yet adapting them to structure-sensitive tasks remains challenging. Existing methods mainly rely on dense low-resolution features as conditions, which often entangle salient objects with dominant backgrounds and provide limited abstraction for recurring structures across scales and samples. We propose MOSAIC, an object-centric representation learning framework that learns compact structural conditions for generative model adaptation. MOSAIC organizes degraded observations into structural slots that capture complementary object-level and layout-level evidence, integrates them across resolutions, and retrieves recurring priors from a shared prototype memory to complement incomplete image-specific information. The resulting representations are injected into selected layers of a frozen diffusion Transformer through lightweight residual modulation, preserving its pretrained generative prior. We instantiate MOSAIC for remote sensing image super-resolution, where small objects, repetitive structures, and large-scale variation provide a challenging testbed. Experiments on UCMerced, AID, and RSSCN7 show consistent PSNR improvements across $\times 2$ and $\times 4$ settings and favorable LPIPS results at $\times 4$. Qualitative results further demonstrate improved preservation of small objects, structural boundaries, and repetitive spatial patterns.
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