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).
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Session Overview | |
Location: VG1.105 |
Date: Monday, 04/Sept/2023 | |
1:30pm - 3:30pm |
MS52 1: Integral geometry, rigidity and geometric inverse problems Location: VG1.105 Chair: Francois Sylvain Monard Chair: Plamen Stefanov Inverse problem for Yang-Mills-Higgs fields The Lorentzian scattering rigidity problem and rigidity of stationary metrics |
4:00pm - 6:00pm |
MS52 2: Integral geometry, rigidity and geometric inverse problems Location: VG1.105 Chair: Francois Sylvain Monard Chair: Plamen Stefanov Resonant forms at zero for dissipative Anosov flows Ray transform problems arising from seismology X-ray mapping properties and degenerately elliptic operators The range of the non-Abelian X-ray transform |
Date: Tuesday, 05/Sept/2023 | |
1:30pm - 3:30pm |
MS52 3: Integral geometry, rigidity and geometric inverse problems Location: VG1.105 Chair: Francois Sylvain Monard Chair: Plamen Stefanov Marked length spectrum rigidity for Anosov surfaces Weakly nonlinear geometric optics for the Westervelt equation |
4:00pm - 6:00pm |
MS54 3: The x-ray transform and its generalizations: Theory, methods, and applications Location: VG1.105 Chair: Suman Kumar Sahoo The Calderón problem for space-time fractional parabolic operators with variable coefficients Rich tomography reconstruction problems in applications. Localized artifacts in medical imaging Explicit inversion of momentum ray transform |
Date: Wednesday, 06/Sept/2023 | |
9:00am - 11:00am |
MS33 1: Quantifying uncertainty for learned Bayesian models Location: VG1.105 Chair: Marta Malgorzata Betcke Chair: Martin Holler Equivariant Neural Networks for Indirect Measurements Bayesian MRI reconstruction with joint uncertainty estimation using diffusion priors Utilizing variational autoencoders in the Bayesian inverse problem of photoacoustic tomography Scalable Bayesian uncertainty quantification with learned convex regularisers |
Date: Thursday, 07/Sept/2023 | |
1:30pm - 3:30pm |
MS33 2: Quantifying uncertainty for learned Bayesian models Location: VG1.105 Chair: Marta Malgorzata Betcke Chair: Martin Holler Calibration-Based Probabilistic Error Bounds for Inverse Problems in Imaging Posterior-Variance-Based Error Quantification for Inverse Problems in Imaging How to sample from a posterior like you sample from a prior Uncertainty Quantification for Computed Tomography via the Linearised Deep Image Prior |
4:00pm - 6:00pm |
CT07: Contributed talks Location: VG1.105 Chair: Christian Aarset Accelerating MCMC for imaging science by using an implicit Langevin algorithm Quasi-Monte Carlo methods for Bayesian optimal experimental design problems governed by PDEs Maximum marginal likelihood estimation of regularisation parameters in Plug & Play Bayesian estimation: Application to non-blind and semi-blind image deconvolution Choosing observations to mitigate model error in Bayesian inverse problems |
Date: Friday, 08/Sept/2023 | |
1:30pm - 3:30pm |
MS50 1: Mathematics and Magnetic Resonance Imaging Location: VG1.105 Chair: Kristian Bredies Chair: Christian Clason Chair: Martin Uecker Deep learning MR image reconstruction and task-based evaluation Learning Fourier sampling schemes for MRI by density optimization Acceleration strategies for Magnetic Resonance Spin Tomography in Time-Domain (MR‐STAT) reconstructions Learning Spatio-Temporal Regularization Parameter-Maps for Total Variation-Minimization Reconstruction in Dynamic Cardiac MRI |
4:00pm - 6:00pm |
MS50 2: Mathematics and Magnetic Resonance Imaging Location: VG1.105 Chair: Kristian Bredies Chair: Christian Clason Chair: Martin Uecker MRI Pulse Design via discrete-valued optimal control Null Space Networks for undersampled Fourier data Deep Learning Approaches for Non-Linear Inverse Problems in MRI Reconstruction Mathematical Methods in Parallel MRI |
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