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Bastian Harrach
Bastian Harrach
Professor for Numerics of Partial Differential Equations, Goethe University Frankfurt, Germany
Verified email at math.uni-frankfurt.de - Homepage
Title
Cited by
Cited by
Year
Monotonicity-based shape reconstruction in electrical impedance tomography
B Harrach, M Ullrich
SIAM Journal on Mathematical Analysis 45 (6), 3382-3403, 2013
1212013
Impedance-acoustic tomography
B Gebauer, O Scherzer
SIAM Journal on Applied Mathematics 69 (2), 565-576, 2008
1212008
A learning-based method for solving ill-posed nonlinear inverse problems: a simulation study of lung EIT
JK Seo, KC Kim, A Jargal, K Lee, B Harrach
SIAM journal on Imaging Sciences 12 (3), 1275-1295, 2019
982019
On uniqueness in diffuse optical tomography
B Harrach
Inverse problems 25 (5), 055010, 2009
982009
Justification of point electrode models in electrical impedance tomography
M Hanke, B Harrach, N Hyvönen
Mathematical Models and Methods in Applied Sciences 21 (06), 1395-1413, 2011
882011
Exact shape-reconstruction by one-step linearization in electrical impedance tomography
B Harrach, JK Seo
SIAM Journal on Mathematical Analysis 42 (4), 1505-1518, 2010
872010
Localized potentials in electrical impedance tomography
B Gebauer
812008
Resolution guarantees in electrical impedance tomography
B Harrach, M Ullrich
IEEE transactions on medical imaging 34 (7), 1513-1521, 2015
762015
A sampling method for detecting buried objects using electromagnetic scattering
B Gebauer, M Hanke, A Kirsch, W Muniz, C Schneider
Inverse Problems 21 (6), 2035, 2005
702005
The factorization method for real elliptic problems
B Gebauer
Zeitschrift für Analysis und ihre Anwendungen 25 (1), 81-102, 2006
642006
Uniqueness and Lipschitz stability in electrical impedance tomography with finitely many electrodes
B Harrach
Inverse problems 35 (2), 024005, 2019
622019
Factorization method and irregular inclusions in electrical impedance tomography
B Gebauer, N Hyvönen
Inverse Problems 23 (5), 2159, 2007
602007
Monotonicity-based inversion of the fractional Schrödinger equation I. Positive potentials
B Harrach, YH Lin
SIAM Journal on Mathematical Analysis 51 (4), 3092-3111, 2019
59*2019
Recent progress on the factorization method for electrical impedance tomography
B Harrach
Computational and mathematical methods in medicine 2013, 2013
562013
Monotonicity-based electrical impedance tomography for lung imaging
L Zhou, B Harrach, JK Seo
Inverse problems 34 (4), 045005, 2018
552018
Factorization method and its physical justification in frequency-difference electrical impedance tomography
B Harrach, JK Seo, EJ Woo
IEEE Transactions on Medical Imaging 29 (11), 1918-1926, 2010
462010
Monotonicity-based inversion of the fractional Schrödinger equation II. General potentials and stability
B Harrach, YH Lin
SIAM Journal on Mathematical Analysis 52 (1), 402-436, 2020
452020
Monotonicity and Enclosure Methods for the -Laplace Equation
T Brander, B Harrach, M Kar, M Salo
SIAM Journal on Applied Mathematics 78 (2), 742-758, 2018
442018
Detecting inclusions in electrical impedance tomography without reference measurements
B Harrach, JK Seo
SIAM Journal on Applied Mathematics 69 (6), 1662-1681, 2009
432009
Enhancing residual-based techniques with shape reconstruction features in electrical impedance tomography
B Harrach, MN Minh
Inverse Problems 32 (12), 125002, 2016
412016
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