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: VG3.101 |
Date: Monday, 04/Sept/2023 | |
1:30pm - 3:30pm |
MS55 1: Nonlinear Inverse Scattering and Related Topics Location: VG3.101 Chair: Yang Yang An Inverse Problem for Nonlinear Time-dependent Schrodinger Equations with Partial Data Supercomputing-based inverse modeling of high-resolution atmospheric contaminant source intensity distribution using remote sensing data Some progresses in Carleman estimates and their applications in inverse problems for stochastic partial differential equations Inverse scattering problems with incomplete data |
4:00pm - 6:00pm |
MS55 2: Nonlinear Inverse Scattering and Related Topics Location: VG3.101 Chair: Yang Yang Imaging with two-photon absorption optics Hopf lemma for fractional diffusion equations and application to inverse problem |
Date: Tuesday, 05/Sept/2023 | |
1:30pm - 3:30pm |
MS47 1: Scattering and spectral imaging: inverse problems and algorithms Location: VG3.101 Chair: Eric Todd Quinto Chair: Gael Rigaud Microlocal properties and injectivity for Ellipsoidal and hyperbolic Radon transforms Motion detection in diffraction tomography Deep learning to tackle model inexactness and motion in Compton Scattering Tomography Diffusion based regularization for multi-energy CT with limited data |
4:00pm - 6:00pm |
MS47 2: Scattering and spectral imaging: inverse problems and algorithms Location: VG3.101 Chair: Eric Todd Quinto Chair: Gael Rigaud V-line tensor tomography Optimal parameter design for spectral CT Gamma ray imaging with bidirectional Compton cameras A hybrid algorithm for material decomposition in multi-energy CT |
Date: Wednesday, 06/Sept/2023 | |
9:00am - 11:00am |
MS47 3: Scattering and spectral imaging: inverse problems and algorithms Location: VG3.101 Chair: Eric Todd Quinto Chair: Gael Rigaud Analytic and Deep learning-based Inversions in Circular Compton Scattering Tomography On a cylindrical scanning modality in three-dimensional Compton scatter tomography |
Date: Thursday, 07/Sept/2023 | |
1:30pm - 3:30pm |
MS36 1: Advances in limited-data X-ray tomography Location: VG3.101 Chair: Jakob Sauer Jørgensen Chair: Samuli Siltanen Learned proximal operators meets unrolling: a deeply learned regularisation for limited angle tomography A new variational appraoch for limited data reconstructions in x-ray tomography Material Decomposition Techniques for Spectral Computed Tomography Bayesian approach to limited-data CT reconstruction for inspection of subsea pipes |
4:00pm - 6:00pm |
MS36 2: Advances in limited-data X-ray tomography Location: VG3.101 Chair: Jakob Sauer Jørgensen Chair: Samuli Siltanen Approaches to the Helsinki Tomography Challenge 2022 Directional regularization with the Core Imaging Library for limited-angle CT in the Helsinki Tomography Challenge 2022 VAEs with structured image covariance as priors to inverse imaging problems Limited-Angle Tomography Reconstruction via Deep Learning on Synthetic Data |
Date: Friday, 08/Sept/2023 | |
1:30pm - 3:30pm |
MS41 1: Geomathematics Location: VG3.101 Chair: Joonas Ilmavirta Geodesic X-ray tomography on manifolds of low regularity Invariance of the elastic wave equation in the context of Finsler geometry Geometrization of inverse problems in seismology Reconstruction of anisotropic stiffness tensors using algebraic geometry |
4:00pm - 6:00pm |
MS41 2: Geomathematics Location: VG3.101 Chair: Joonas Ilmavirta Inverse scattering: Regularized Lanczos method for the Lippmann-Schwinger equation Travel Time Tomography in Transversely Isotropic Elasticity via Microlocal Analysis An inverse source problem for the elasto-gravitational equations |
Contact and Legal Notice · Contact Address: Privacy Statement · Conference: AIP 2023 |
Conference Software: ConfTool Pro 2.8.102+TC © 2001–2024 by Dr. H. Weinreich, Hamburg, Germany |