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Mathematical models for magnetic particle imaging

Inverse problems, 2018-08, Vol.34 (8), p.83001

Kluth, Tobias

2018

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Enhanced reconstruction in magnetic particle imaging by whitening and randomized SVD approximation

Physics in medicine & biology, 2019-06, Vol.64 (12), p.125026-125026

2019

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Erratum for Mathematical models for magnetic particle imaging (2018 Inverse Problems 34 083001)

Inverse problems, 2020-03, Vol.36 (3), p.39601

Kluth, Tobias

2020

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Simulating magnetization dynamics of large ensembles of single domain nanoparticles: Numerical study of Brown/Néel dynamics and parameter identification problems in magnetic particle imaging

Journal of magnetism and magnetic materials, 2022-01, Vol.541, p.168508, Article 168508

2022

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Erfolgskritische Hürden im Rahmen des Working Capital Managements

Corporate Finance, 2019-01 (1-2), p.1

2019

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On the degree of ill-posedness of multi-dimensional magnetic particle imaging

Inverse problems, 2018-09, Vol.34 (9), p.95006

2018

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An evidential approach to SLAM, path planning, and active exploration

International journal of approximate reasoning, 2016-06, Vol.73, p.1-26

2016

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Dynamic Image Reconstruction with Motion Priors in Application to Three Dimensional Magnetic Particle Imaging

SIAM journal on imaging sciences, 2024-09, Vol.17 (3), p.1539-1586

2024

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β-SLAM: Simultaneous localization and grid mapping with beta distributions

Information fusion, 2019-12, Vol.52, p.62-75

2019

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Regularization by Architecture: A Deep Prior Approach for Inverse Problems

Journal of mathematical imaging and vision, 2020-04, Vol.62 (3), p.456-470

2020

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Numerosity as a topological invariant

Journal of vision (Charlottesville, Va.), 2016, Vol.16 (3), p.30-30

2016

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Joint super-resolution image reconstruction and parameter identification in imaging operator: analysis of bilinear operator equations, numerical solution, and application to magnetic particle imaging

Inverse problems, 2020-12, Vol.36 (12), p.124006

2020

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Modeling the magnetization dynamics for large ensembles of immobilized magnetic nanoparticles in multi-dimensional magnetic particle imaging

Journal of magnetism and magnetic materials, 2022-02, Vol.543, p.168534, Article 168534

2022

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Bayesian view on the training of invertible residual networks for solving linear inverse problems

Inverse problems, 2024-04, Vol.40 (4), p.45021

2024

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Invertible residual networks in the context of regularization theory for linear inverse problems

Inverse problems, 2023-12, Vol.39 (12), p.125018

2023

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Estimating the Spatial Orientation of Immobilized Magnetic Nanoparticles with Parallel-Aligned Easy Axes

Physical review applied, 2021-10, Vol.16 (4), Article L041003

2021

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Equilibrium Model With Anisotropy for Model-Based Reconstruction in Magnetic Particle Imaging

IEEE transactions on computational imaging, 2024-10, p.1-14

2024

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Sparsity reconstruction in electrical impedance tomography: An experimental evaluation

Journal of computational and applied mathematics, 2012-02, Vol.236 (8), p.2126-2136

2012

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Learning-Based Approaches for Reconstructions With Inexact Operators in nanoCT Applications

IEEE transactions on computational imaging, 2024, Vol.10, p.522-534

2024

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Sparse 3D reconstructions in electrical impedance tomography using real data

Inverse problems in science and engineering, 2014-01, Vol.22 (1), p.31-44

2014

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Intrinsic dimensionality in vision: nonlinear filter design and applications

Kluth, Tobias

2015

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A Deep Prior Approach to Magnetic Particle Imaging

Machine Learning for Medical Image Reconstruction, 2020, Vol.12450, p.113-122

2020

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Spatial Numerosity: A Computational Model Based on a Topological Invariant

Spatial Cognition IX, 2014, p.237-252

2014

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Sparse 3D reconstructions in electrical impedance tomography using real data

Applied mathematics in science and engineering, 2014-01, Vol.22 (1), p.31

2014

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Adaptive Information Selection in Images: Efficient Naive Bayes Nearest Neighbor Classification

Computer Analysis of Images and Patterns, 2015, Vol.9256, p.350-361

2015

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Mathematical models for magnetic particle imaging

Enhanced reconstruction in magnetic particle imaging by whitening and randomized SVD approximation

Erratum for Mathematical models for magnetic particle imaging (2018 Inverse Problems 34 083001)

Simulating magnetization dynamics of large ensembles of single domain nanoparticles: Numerical study of Brown/Néel dynamics and parameter identification problems in magnetic particle imaging

Erfolgskritische Hürden im Rahmen des Working Capital Managements

On the degree of ill-posedness of multi-dimensional magnetic particle imaging

An evidential approach to SLAM, path planning, and active exploration

Dynamic Image Reconstruction with Motion Priors in Application to Three Dimensional Magnetic Particle Imaging

β-SLAM: Simultaneous localization and grid mapping with beta distributions

Regularization by Architecture: A Deep Prior Approach for Inverse Problems

Numerosity as a topological invariant

Joint super-resolution image reconstruction and parameter identification in imaging operator: analysis of bilinear operator equations, numerical solution, and application to magnetic particle imaging

Modeling the magnetization dynamics for large ensembles of immobilized magnetic nanoparticles in multi-dimensional magnetic particle imaging

Bayesian view on the training of invertible residual networks for solving linear inverse problems

Invertible residual networks in the context of regularization theory for linear inverse problems

Estimating the Spatial Orientation of Immobilized Magnetic Nanoparticles with Parallel-Aligned Easy Axes

Equilibrium Model With Anisotropy for Model-Based Reconstruction in Magnetic Particle Imaging

Sparsity reconstruction in electrical impedance tomography: An experimental evaluation

Learning-Based Approaches for Reconstructions With Inexact Operators in nanoCT Applications

Sparse 3D reconstructions in electrical impedance tomography using real data

Intrinsic dimensionality in vision: nonlinear filter design and applications

A Deep Prior Approach to Magnetic Particle Imaging

Spatial Numerosity: A Computational Model Based on a Topological Invariant

Sparse 3D reconstructions in electrical impedance tomography using real data

Adaptive Information Selection in Images: Efficient Naive Bayes Nearest Neighbor Classification

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