Electronic Publication/s

ETNA Special Vol. 57 (2022)

57

ETNA Special Vol. 57 (2022)

Details

ISSN1068-9613
ISSN Online1068-9613
ISBN-13 Online978-3-7001-9232-9
Subject AreaMathematics, Physics and Space Research
Quality reviewrefereed - online
doi10.1553/etna_vol57
Bernd Hofmann - Peter Mathé

The degree of ill-posedness of composite linear ill-posed problems with focus on the impact of the non-compact Hausdorff moment operator

page 1

doi: 10.1553/etna_vol57s1

Stefan Kindermann

On the tangential cone condition for electrical impedance tomography

page 17

doi: 10.1553/etna_vol57s17

Tim Jahn

A probabilistic oracle inequality and quantification of uncertainty of a modified discrepancy principle for statistical inverse problems

page 35

doi: 10.1553/etna_vol57s35

Daniel Gerth

A note on numerical singular values of compositions with non-compact operators

page 57

doi: 10.1553/etna_vol57s57

Pornsarp Pornsawad - Christine Böckmann - Wannapa Panitsupakamon

The Levenberg–Marquardt regularization for the backward heat equation with fractional derivative

page 67

doi: 10.1553/etna_vol57s67

Lukas Vierus - Thomas Schuster

Well-defined forward operators in dynamic diffractive tensor tomography using viscosity solutions of transport equations

page 80

doi: 10.1553/etna_vol57s80

Philip Miller - Thorsten Hohage

Convergence rates for oversmoothing Banach space regularization

page 101

doi: 10.1553/etna_vol57s101

Thorsten Hohage - Frank Werner

Error estimates for variational regularization of inverse problems with general noise models for data and operator

page 127

doi: 10.1553/etna_vol57s127

Sarah Leweke - Volker Michel

Regularized functional matching pursuit for the spherical multiple-shell electro-magnetoencephalography problem

page 153

doi: 10.1553/etna_vol57s153

Jan-Frederik Pietschmann - Matthias Schlottbom

Data-driven gradient flows

page 193

doi: 10.1553/etna_vol57s193

Simon Hubmer - Ekaterina Sherina - Stefan Kindermann - Kemal Raik

A numerical comparison of some heuristic stopping rules for nonlinear Landweber iteration

page 216

doi: 10.1553/etna_vol57s216