The 14th AIMS Conference

New trends in inverse problems for partial differential equations

 Organizer(s):
Name:
Affiliation:
Country:
Elena Beretta
NYUAD
United Arab Emirates
Fioralba Cakoni
Rutgers Univeristy
USA
 Introduction:  
  Inverse problems for partial differential equations arise in many fields like medical imaging, nondestructive testing of materials, seismology, astronomy, and signal processing to mention but a few. These are problems where the cause for an observed or desired effect is to be determined. In many situations, the mathematical modeling of inverse problems is based on linear and nonlinear PDEs and reduces to determine unknown parameters or sources from indirect measurements. A characteristic property of these problems is that they are ill-posed. Therefore, the study of these problems is challenging and it involves techniques from many areas of mathematics and computing such as the analysis of PDEs, micro-local analysis, spectral theory, harmonic analysis, numerical analysis, probability, and machine learning. The field of inverse problems is experiencing tremendous growth leading to many interesting open problems that depend on novel approaches from areas within the discipline of mathematics as well as across different disciplines. In this mini-symposium, we plan to bring together experts working at the forefront of research in inverse problems for PDEs and to focus mainly on inverse problems for nonlinear partial differential equations addressing crucial aspects like uniqueness, stability, and reconstruction.

Confirmed Speakers
Name: Affiliation: Country:
Andrea Aspri Univerista` di Milano Italy
Catalin Carstea NYCU Taiwan
Matteo Fornoni Universita` di Pavia Italy
Houssem Haddar INRIA France
Bangti Jin Chinese University of Hong Kong Hong Kong
Katya Krupchyk University of California Irvine USA
Mikyoung Lim Korea Advanced Institute of Science and Technology (KAIST) Korea
Anna Mazzucato Penn State University USA
Shari Moskow Drexel University USA
Lauri Oksanen Univeristy of Helsinki Finland
Otmar Scherzer University of Vienna Austria
Eva Sincich Universita` di Trieste Italy