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20242026
most citedAeroGen: Enhancing Remote Sensing Object Detection with Diffusion-Driven Data Generation

4 citations · 14 across the 28 of their papers we have counts for

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6 papers · 1 filter

cs.CV2026

HyperSAM: A Promptable Foundation Model for Hyperspectral Remote Sensing

Li Pang, Xinqiao Wu, Jing Yao +5

Hyperspectral remote sensing provides dense spectral measurements that are indispensable for material-level Earth observation, yet the construction of a general-purpose hyperspectr…

cs.CV2026

HIR-ALIGN: Enhancing Hyperspectral Image Restoration via Diffusion-Based Data Generation

Li Pang, Heng Zhao, Yijia Zhang +2

Hyperspectral image (HSI) restoration is crucial for reliable analysis, as real-world HSIs suffer from noise, blur, and resolution loss. However, existing models trained on source…

cs.CV2026

Aligning Network Equivariance with Data Symmetry: A Theoretical Framework and Adaptive Approach for Image Restoration

Feiyu Tan, Qi Xie, Zongben Xu +1

Image restoration is an inherently ill posed inverse problem. Equivariant networks that embed geometric symmetry priors can mitigate this ill posedness and improve performance. How…

cs.CV2026

The First Challenge on Remote Sensing Infrared Image Super-Resolution at NTIRE 2026: Benchmark Results and Method Overview

Kai Liu, Haoyang Yue, Zeli Lin +65

This paper presents the NTIRE 2026 Remote Sensing Infrared Image Super-Resolution (x4) Challenge, one of the associated challenges of NTIRE 2026. The challenge aims to recover high…

cs.CV2026

Layout-Guided Controllable Pathology Image Generation with In-Context Diffusion Transformers

Yuntao Shou, Xiangyong Cao, Qian Zhao +1

Controllable pathology image synthesis requires reliable regulation of spatial layout, tissue morphology, and semantic detail. However, existing text-guided diffusion models offer…

cs.LG2026

Neural Approximation and Its Applications

Wei-Hao Wu, Ting-Zhu Huang, Xi-Le Zhao +2

Multivariate function approximation is a fundamental problem in machine learning. Classic multivariate function approximations rely on hand-crafted basis functions (e.g., polynomia…