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Recent Advances in Inverse Problems, Imaging, and Their Applications

Organizer(s):
Name:	Affiliation:	Country:
Gang Bao	Zhejiang University	Peoples Rep of China
Peijun Li	Academy of Mathematics and Systems Science, Chinese Academy of Sciences	Peoples Rep of China

Introduction:

This session aims to bring together researchers from diverse fields involving inverse problems and imaging. It fosters the exchange of ideas among experts in modeling, analysis, and computation of inverse problems, as well as their applications. Additionally, the session seeks to explore and identify future research directions in these areas.

All Abstracts

List of abstracts and speakers
Name	Affiliation	Title
Heping Dong	School of Mathematics, Jilin University	Uniqueness of an inverse cavity scattering problem for the time-harmonic biharmonic wave equation
Josselin Garnier	Ecole polytechnique	Reduced order model approach for imaging with waves
Guanghui Hu	Nankai University	Time-domain and frequency-domain methods to inverse moving source problems
Xiaodong Liu	Academy of Mathematics and Systems Science of Chinese Academy of Sciences	Direct sampling methods for inverse source problems
Wangtao Lu	Zhejiang University	A high-order fast sweeping method for eikonal and transport equations in attenuating media
Dong Wang	The Chinese University of Hong Kong, Shenzhen & Shenzhen International Center for Industrial and Applied Mathematics	A prediction-correction based iterative convolution-thresholding method for topology optimization of heat transfer problems
Xu Wang	Chinese Academy of Sciences	Inverse random potential scattering for stochastic polyharmonic wave equations
Yuliang Wang	Beijing Normal University	Near-field inverse obstacle scattering by flexural waves: method of transformed field expansion
Liwei Xu	University of Electronic Science and Technology of China	Unsupervised diffusion approach with null space learning for cloud removal in remote sensing images
Guanlin Yang	Institute of Computational Mathematics and Scientific/Engineering Computing, Academy of Mathematics and Systems Science, Chinese Academy of Sciences	Inverse random potential scattering for stochastic polyharmonic wave equations
Tao Yin	Chinese Academy of Sciences	DtN-FEM for thermoelastic scattering problem
Xiaokai Yuan	Jilin University	Convergence of the TBC/PML method for the biharmonic wave scattering problem in periodic structures
Haiwen Zhang	Academy of Mathematics and Systems Science, Chinese Academy of Sciences	Iterative regularized contrast source inversion type methods for the inverse medium scattering problem
Ting Zhou	Zhejiang University	INVERSE PROBLEMS FOR NON-LINEAR FRACTIONAL MAGNETIC SCHRODINGER EQUATIONS