Title of the Mini-SymposiumNameFirst NameInstitution
Phaseless Inverse Scattering Problems Guo Yukun Harbin Institute of Technology
Anisotropic inverse problems and asymptotics. Gaburro Romina University of Limerick
Variational regularization with flexible penalties: Theory and Applications Lorenz Dirk TU Braunschweig
Variational Analysis and Nonsmooth Optimization for Inverse Problems Khan Akhtar Rochester Institute of Technology
Inverse spectral problems in linear ODEs SHIPMAN Stephen Louisiana State University
How to see inside the Earth? Theory and applications of seismic inverse problems Saksala Teemu Rice university
Mathematical and computational methods in photonics and phononics Millien Pierre Institut Langevin/CNRS
Inverse Problems for the Schrödinger Operator Soccorsi Eric Aix Marseille Université
Dimension reduction in Inverse Problems Zahm Olivier Inria
Fast algorithms for forward and inverse problems for modelling wave phenomena Rachh Manas Flatiron Institute
When Non-Convex Methods Meets Inverse Problems Li Zhenzhen Li Hong Kong University of Science And Technology
Numerical methods for optimal control problems in imaging Herring James University of Houston
Compressed Sensing meets Inverse Problems Santacesaria Matteo University of Genoa
Statistical machine learning for inversion and optimization under data and model heterogeneities Ginsbourger David Idiap Research Institute and Unversity of Bern
New computational and analytic hybrid methods in the tomography of diffusive media Kim Knudsen Kim Technical University of Denmark
Inverse problems and stochastic PDEs Helin Tapio University of Helsinki
Inverse problems related to nonlocal equations in space and time Yi-Hsuan Lin University of Jyvaskyla
Tomographic Imaging: Recent Advances, Exciting Applications and New Horizons Bubba Tatiana University of Helsinki
Inverse Problems for Fractional Differential Equations Zhiyuan Li Shandong University of Technology
Recent advances on large-scale Bayesian optimal experimental design Peng Chen The University of Texas at Austin
Accelerating sampling strategies for large-scale Bayesian inverse problems Juan Pablo Madrigal Cianci Ecole Polytechnique Fédérale de Lausanne (EPFL)
Data driven methods for inverse problems Zeljko Kereta SImula Research Laboratory
Regularization Methods for Nonlocal Operators Kaltenbacher Barbara Alpen-Adria-Universität Klagenfurt
Inverse problems in novel  imaging modalities Leonid Kunyansky University of Arizona
Inverse Problems in Solar Astronomy michele piana università di genova
Non-convexity and inverse problems Betcke Marta University College London
Regularization methods based on subspace selection Alessandro Buccini Kent State University
Unsolved inverse problems Ilmavirta Joonas University of Jyväskylä
Inverse Problems in Elastic Media Aspri Andrea RICAM (Johann Radon Institute for Computational and Applied Mathematics)
Radon-type transforms and imaging Mai NGUYEN-VERGER University of Cergy-Pontoise, France
Variational methods for inverse problems in imaging Condat Laurent CNRS and Univ. Grenoble Alpes
Inverse Problems in Planetary Sciences and Medical Imaging Michel Volker University of Siegen
Uncertainty Quantification for Nonparametric Inverse Problems Kekkonen Hanne University of Cambridge
Tomographic techniques without X-ray nor magnetic resonance TAKIGUCHI Takashi National Defense Academy of Japan
Recent Developments in Hybrid Inverse Problems and Imaging Yang Yang Michigan State University
Minisymposium on Recent Developments on Inverse Scattering: Theory and Computation Li Peijun Purdue University
Inverse problems in Astronomy: from the Sun to the Earth and beyond Agaltsov Alexey Max Planck Institute for Solar System Research
Recent advances in geometric inverse problems Zhou Hanming University of California Santa Barbara
Model driven deterministic and Bayesian regularization methods for Applied Inverse Problems Federico Benvenuto Università di Genova
Multi-scale Inverse Problems and Optimization Bojan Guzina University of Minnesota
Wave propagation and imaging in complex media Garnier Josselin Ecole Polytechnique
Spectral Problems in Inverse Scattering Cakoni Fioralba Rutgers University
Inverse Problems with Dynamic Data Francisco Romero Hinrichsen Graz University
Geometric inverse problems Balehowsky Tracey University of Helsinki
Multi-Modality/Multi-Spectral Imaging and Structural Priors Ehrhardt Matthias J University of Bath
Inverse Problems in Elastography and Coupled-Physics Imaging Mindrinos Leonidas Johann Radon Institute for Computational and Applied Mathematics (RICAM)
Analysis and fast numerical methods for inverse problems and their applications Carlos Borges Carlos University of Central Florida
Recent Developments on Remote Sensing: Theory and Computation Tsogka Chrysoula UC Merced
Advances in Electrical Impedance Tomography: Theory to Practice Murthy Rashmi University of Helsinki
Computational methods for inverse problems Lauri Oksanen University College London
From inverse problems to machine learning and back Calatroni Luca CMAP, École Polytechnique
Identification of sources in mechanical systems and related topics Kawano Alexandre University of Sao Paulo
NMR Applications: Inverse Problems and Methods Zama Fabiana University of Bologna
Inverse Problems with Random Variables and their Solutions Werner Frank Institute for mathematical Stochastics, University of Göttingen
Tomographic Imaging: from Theory to Numerics Schuster Thomas Department of Mathematics, Saarland University
High-dimensional learning via regularization by data representation Naumova Valeriya Simula Research Lab
Operator Uncertainties in Inverse Problems and PDEs Korolev Yury University of Cambridge
Parallel Computing for Inverse Imaging Problems Langer Andreas University of Stuttgart
Unique continuation and inverse problems Luca Rondi Università di Milano
Geometric structures in wave scattering and applications in inverse problems and material sciences Hongjie Li Hong Kong Baptist University
Efficient Reconstruction Methods for Applied Inverse Problems Liu Dong University of Science and Technology of China
Inverse problems for non-linear equations Brander Tommi NTNU - Norwegian University of Science and Technology
Inverse Problems in Imaging Sciences and Beyond Jae Kyu Choi School of Mathematical Sciences, Tongji University
Recent algorithmic advances for tomography and gravity inversion Leung Shingyu The Hong Kong University of Science and Technology
Inverse problems and the work of Joyce McLaughlin Sacks Paul Iowa State University
Geometric Aspects of Inverse Problems: Non-smooth Regularization and Optimization Liang Jingwei DAMTP, University of Cambridge
Inverse Problems for Linear and Nonlinear PDEs Lai Ru-Yu University of Minnesota
Learned Image Reconstruction in  Practice Hauptmann Andreas University College London
Data assimilation and prediction in complex dynamical systems Tong Xin National University of Singapore
Data assimilation methods in inverse problems Chada Neil National University of Singapore
Theory and Applications of Tomographic Image Reconstruction Haltmeier Markus University of Innsbruck
Stochastic Iterative Methods for Inverse Problems and Machine Learning Jin Bangti University College London
Coefficient Inverse Problems: Theory and Numerical Methods Klibanov Mikhail University of North Carolina at Charlotte
Seismic modelling and inversion: Theory and application Ping Tong Ping Nanyang Technological University

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