activity
20232026
most citedA Unified Framework for Uniform Signal Recovery in Nonlinear Generative Compressed Sensing

2 citations · 2 across the 6 of their papers we have counts for

collaborators

7 papers

cs.CV2026

GeoThreat: Transferable Targeted Adversarial Attacks on Large Vision-Language Models for Remote Sensing Image Interpretation

Yimin Fu, Yuefeng Bai, Baicheng Pan +2

Adversarial attacks against large vision-language models (LVLMs) serve as an effective means of assessing their robustness in cross-modal semantic understanding. Existing studies m…

cs.CV2026

Rethinking Representations for Cross-Domain Infrared Small Target Detection: A Generalizable Perspective from the Frequency Domain

Yimin Fu, Songbo Wang, Feiyan Wu +3

The accurate target-background separation in infrared small target detection (IRSTD) highly depends on the discriminability of extracted representations. However, most existing met…

cs.IT2024

Robust Instance Optimal Phase-Only Compressed Sensing

Junren Chen, Michael K. Ng, Jonathan Scarlett

Phase-only compressed sensing (PO-CS) concerns the recovery of sparse signals from the phases of complex measurements. Recent results show that sparse signals in the standard spher…

cs.LG2024

AlgoFormer: An Efficient Transformer Framework with Algorithmic Structures

Yihang Gao, Chuanyang Zheng, Enze Xie +6

Besides natural language processing, transformers exhibit extraordinary performance in solving broader applications, including scientific computing and computer vision. Previous wo…

cs.IT2024

Uniform Recovery Guarantees for Quantized Corrupted Sensing Using Structured or Generative Priors

Junren Chen, Zhaoqiang Liu, Meng Ding +1

This paper studies quantized corrupted sensing where the measurements are contaminated by unknown corruption and then quantized by a dithered uniform quantizer. We establish unifor…

eess.SP2023★ 2 cited

A Unified Framework for Uniform Signal Recovery in Nonlinear Generative Compressed Sensing

Junren Chen, Jonathan Scarlett, Michael K. Ng +1

In generative compressed sensing (GCS), we want to recover a signal from measurements () using a generative prior $\mathbf{x}^*\in G(\ma…

cs.IT2023

Solving Quadratic Systems with Full-Rank Matrices Using Sparse or Generative Priors

Junren Chen, Michael K. Ng, Zhaoqiang Liu

The problem of recovering a signal from a quadratic system with full-rank ma…