Search filters

Authors whose works are in public domain in at least one jurisdiction

List of works by Andreas Rieder

A Kaczmarz Version of the REGINN-Landweber Iteration for Ill-Posed Problems in Banach Spaces

A Promising Approach to Morphological Endocardial Signal Discriminations: Adapted Multiresolution Signal Decompositions

article published in 1999

A Wavelet Approach to Robust Multilevel Solvers for Anisotropic Elliptic Problems

A domain embedding method for Dirichlet problems in arbitrary space dimension

Adaptive wavelet collocation method for simulation of a 2D micro-ring resonator

An inexact Newton regularization in Banach spaces based on the nonstationary iterated Tikhonov method

Approximate inverse for the common offset acquisition geometry in 2D seismic imaging

Classification of Endocardial Electrograms Using Adapted Wavelet Packets and Neural Networks

scientific article published on 01 June 2001

Corrigendum: Seismic tomography is locally ill-posed (2014Inverse Problems30125001)

scholarly article published in Inverse Problems

Defect Classification on Specular Surfaces Using Wavelets

Geometric reconstruction in bioluminescence tomography

Incomplete data problems in X-ray computerized tomography

Inexact Newton Regularization Using Conjugate Gradients as Inner Iteration

Inverse problems for abstract evolution equations with applications in electrodynamics and elasticity

Local inversion of the sonar transform regularized by the approximate inverse

Microlocal analysis of imaging operators for effective common offset seismic reconstruction

scholarly article by Christine Grathwohl et al published 10 September 2018 in Inverse Problems

Model-aware Newton-type inversion scheme for electrical impedance tomography

Newton regularizations for impedance tomography: a numerical study

Newton regularizations for impedance tomography: convergence by local injectivity

On the linearization of operators related to the full waveform inversion in seismology

On the regularization of nonlinear ill-posed problems via inexact Newton iterations

On the robustness of the dampedV-cycle of the wavelet frequency decomposition multigrid method

Optimality of the fully discrete filtered backprojection algorithm for tomographic inversion

Resolution-Controlled Conductivity Discretization in Electrical Impedance Tomography

Runge–Kutta integrators yield optimal regularization schemes

Seismic tomography is locally ill-posed

Shape from Specular Reflection and Optical Flow

article

The Semidiscrete Filtered Backprojection Algorithm Is Optimal for Tomographic Inversion

The approximate inverse in action II: convergence and stability

The approximate inverse in action III: 3D-Doppler tomography

The wavelet transform on Sobolev spaces and its approximation properties

Towards a general convergence theory for inexact Newton regularizations

Wavelet Multilevel Solvers for Linear Ill-Posed Problems Stabilized by Tikhonov Regularization