11th Applied Inverse Problems Conference
September 4 - 8, 2023 | Göttingen, Germany
Conference Agenda
Overview and details of the sessions of this conference. Please select a date or location to show only sessions at that day or location. Please select a single session for detailed view (with abstracts and downloads if available).
|
Session Overview | |
Location: VG3.104 |
Date: Monday, 04/Sept/2023 | |
1:30pm - 3:30pm |
MS29 1: Eigenvalues in inverse scattering Location: VG3.104 Chair: Martin Halla Chair: Peter Monk Interior transmission eigenvalue trajectories A new family of modified interior transmission eigenvalues for a fluid-solid interaction Computation of transmission eigenvalues in singular configurations using a corner perfectly matched layer |
4:00pm - 6:00pm |
MS29 2: Eigenvalues in inverse scattering Location: VG3.104 Chair: Martin Halla Chair: Peter Monk A duality between scattering poles and transmission eigenvalues in scattering theory Prolate eigensystem and its application in Born inverse scattering Scattering from corners and other singularities The inverse spectral problem for a spherically symmetric refractive index using modified transmission eigenvalues |
Date: Tuesday, 05/Sept/2023 | |
1:30pm - 3:30pm |
MS29 3: Eigenvalues in inverse scattering Location: VG3.104 Chair: Martin Halla Chair: Peter Monk A new family of nearly singular interior transmission eigenvalues for inverse scattering Interior transmission problems related to imaging periodic layers Transparent scatterers and transmission eigenvalues of infinite multiplicity |
4:00pm - 6:00pm |
MS42: Inverse Problems with Anisotropy Location: VG3.104 Chair: Kim Knudsen A density property for tensor products of gradients of harmonic functions Reconstructing anisotropic conductivities on manifolds Imaging anisotropic conductivities from current densities Stability and reconstruction for anisotropic inverse problems. |
Date: Wednesday, 06/Sept/2023 | |
9:00am - 11:00am |
MS53: Uniqueness and stability in inverse problems for partial differential equations Location: VG3.104 Chair: Sonia Foschiatti Chair: Elisa Francini Chair: Eva Sincich Stability for the inverse problem of the determination on an inclusion in a Schrödinger type equation using Cauchy data. Refined instability estimates for two inverse problems Stability estimates for the inverse fractional conductivity problem Uniqueness and stability for anisotropic inverse problems. |
Date: Thursday, 07/Sept/2023 | |
1:30pm - 3:30pm |
MS20 1: Recent advances in inverse problems for elliptic and hyperbolic equations Location: VG3.104 Chair: Ru-Yu Lai Determining a nonlinear hyperbolic system with unknown sources and nonlinearity Uniqueness in an inverse problem of fractional elasticity Calderon problem for elliptic systems via complex ray transform Asymptotics Applied to Small Volume Inverse Shape Problems |
4:00pm - 6:00pm |
MS20 2: Recent advances in inverse problems for elliptic and hyperbolic equations Location: VG3.104 Chair: Ru-Yu Lai Fixed angle inverse scattering for velocity Inverse Problems for Some Nonlinear Schrodinger Equations |
Date: Friday, 08/Sept/2023 | |
1:30pm - 3:30pm |
MS31 1: Inverse Problems in Elastic Media Location: VG3.104 Chair: Andrea Aspri Chair: Ekaterina Sherina Hybrid Inverse Problems for Nonlinear Elasticity Quantitative reconstruction of viscoelastic media with attenuation model uncertainty. An Intensity-based Inversion Method for Quasi-Static Optical Coherence Elastography On the identification of cavities and inclusions in linear elasticity with a phase-field approach |
4:00pm - 6:00pm |
MS31 2: Inverse Problems in Elastic Media Location: VG3.104 Chair: Andrea Aspri Chair: Ekaterina Sherina An inverse problem for the porous medium equation Comparison of variational formulations for the direct solution of an inverse problem in linear elasticity |