Otmar Scherzer

Univ. Prof. Dr.

Otmar Scherzer

Univ. Prof. Dr.

Group Leader
Inverse Problems and Mathematical Imaging

+43 1 4277 55770
otmar.scherzer(at)ricam.oeaw.ac.at

https://www.csc.univie.ac.at/

Biographical sketch

born on June 10, 1964 in Austria
1990: Doctorate of Technical Sciences
03-09/1997: Assistant professor at the University of Linz
1995: Venia docendi for Mathematics
09/1995-08/1996: Erwin-Schrödinger-Scholarships to visit Texas A&M University and the University of Delaware

Former and Current Positions

10/1997-8/1999: Associate Professor at the University of Linz
10/1999-07/2000: C4 University Professor at the LMU in Munich - replacement "Applied Mathematics"
10/2000-09/2001: C3 University Professor at the University of Bayreuth for Applied Mathematics"
2001-2009: University Professor at the University of Innsbruck
Summer 2004: Distiguished Chair UBC (Vancouver)
since 2009: University Professor at the University of Vienna

Publications

Pressure beneath a periodic travelling water-wave in constant-vorticity flow over a flat bed. / Constantin, Adrian; Gindrier, Nicolas; Scherzer, Otmar.
in: Journal of Fluid Mechanics, Jahrgang 1038, 08.07.2026.
DOI RIS ENW BIB
Data driven regularization by projection (vol 36, 125009, 2020). / Hanke, Martin; Scherzer, Otmar.
in: Inverse Problems, Jahrgang 41, Nr. 12, 129401, 31.12.2025.
DOI RIS ENW BIB
Vertex Characterization Via Second-Order Topological Derivatives. / Gangl, Peter; Mejri, Bochra; Scherzer, Otmar.
in: Journal of Mathematical Imaging and Vision, Jahrgang 67, Nr. 5, 53, 26.09.2025.
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Spectral function space learning and numerical linear algebra networks for solving linear inverse problems. / Scherzer, Otmar; Aspri, Andrea; Frischauf, Leon.
in: Electronic Transactions on Numerical Analysis, Jahrgang 64, 2025.
RIS ENW BIB
Deciphering Scrolls with Tomography: A Training Experiment. / Scherzer, Otmar; Foschiatti, Sonia; Kittenberger, Axel.
in: Notices of the American Mathematical Society, Jahrgang 72, Nr. 10, 2025.
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Computational inverse scattering with internal sources: A reproducing kernel Hilbert space approach. / Dong, Yakun; Sadiq, Kamran; Scherzer, Otmar et al.
in: Physical Review E, Jahrgang 110, Nr. 6, 11.12.2024, S. ARTN 065302.
DOI RIS ENW BIB
Remarks on the 40th volume of Inverse Problems. / Arridge, Simon; Louis, Alfred; Scherzer, Otmar et al.
in: Inverse Problems, Jahrgang 40, Nr. 12, 01.12.2024, S. ARTN 120401.
DOI RIS ENW BIB
Diffraction tomography for incident Herglotz waves. / Kirisits, Clemens; Naujoks, Noemi; Scherzer, Otmar et al.
in: Inverse Problems, Jahrgang 40, Nr. 11, 01.11.2024, S. ARTN 115007.
DOI RIS ENW BIB
AN INVERSION SCHEME FOR ELASTIC DIFFRACTION TOMOGRAPHY BASED ON MODE SEPARATION. / Mejri, Bochra; Scherzer, Otmar.
in: SIAM Journal on Applied Mathematics, Jahrgang 84, Nr. 1, 15.06.2024, S. 165-188.
DOI RIS ENW BIB
Uncertainty Quantification for Scale-Space Blob Detection. / Parzer, Fabian; Kirisits, Clemens; Scherzer, Otmar.
in: Journal of Mathematical Imaging and Vision, 23.05.2024.
DOI RIS ENW BIB
Quadratic Neural Networks for Solving Inverse Problems. / Frischauf, Leon; Scherzer, Otmar; Shi, Cong.
in: Numerical Functional Analysis and Optimization, 22.02.2024.
DOI RIS ENW BIB
MOTION DETECTION IN DIFFRACTION TOMOGRAPHY BY COMMON CIRCLE METHODS. / Quellmalz, Michael; Elbau, Peter; Scherzer, Otmar et al.
in: Mathematics of Computation, 05.07.2023.
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Synthetic dataset for visco-acoustic imaging. / Faucher, Florian; Scherzer, Otmar.
in: Data in Brief, Jahrgang 48, 15.06.2023, S. ARTN 109199.
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Uncertainty-aware blob detection with an application to integrated-light stellar population recoveries. / Parzer, Fabian; Jethwa, Prashin; Boecker, Alina et al.
in: Astronomy and Astrophysics, Jahrgang 674, 01.06.2023, S. ARTN A59.
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Quantitative inverse problem in visco-acoustic media under attenuation model uncertainty. / Faucher, Florian; Scherzer, Otmar.
in: Journal of Computational Physics, Jahrgang 472, 01.01.2023, S. ARTN 111685.
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Quantitative Optical Coherence Elastography: A novel Intensity-based Inversion Method versus Strain-based Reconstructions. / Krainz, Lisa; Sherina, Ekaterina; Hubmer, Simon et al.
in: Inverse Problems, Jahrgang 29, Nr. 4, 28.11.2022, S. 1-16.
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On convergence rates of adaptive ensemble Kalman inversion for linear ill-posed problems. / Parzer, Fabian; Scherzer, Otmar.
in: Numerische Mathematik, 14.09.2022.
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Diffusion tensor regularization with metric double integrals. / Frischauf, Leon; Melching, Melanie; Scherzer, Otmar.
in: Journal of Inverse and Ill-Posed Problems, 05.01.2022.
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RICAM, the Johann Radon Institute for Computational and Applied Mathematics. / Grohs, P; Kritzer, P; Kunisch, K et al.
in: European Mathematical Society Magazine, Jahrgang 122, 07.12.2021, S. 46-51.
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Fourier reconstruction for diffraction tomography of an object rotated into arbitrary orientations. / Kirisits, Clemens; Quellmalz, Michael; Ritsch-Marte, Monika et al.
in: Inverse Problems, Jahrgang 37, Nr. 11, 15.11.2021, S. ARTN 115002.
DOI RIS ENW BIB
Convergence Rates of First- and Higher-Order Dynamics for Solving Linear Ill-Posed Problems. / Bot, Radu; Dong, Guozhi; Elbau, Peter et al.
in: Foundations of Computational Mathematics, 17.08.2021.
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A workflow for sizing oligomeric biomolecules based on cryo single molecule localization microscopy. / Schneider, Magdalena; Telschow, Roger; Mercier, Gwenael et al.
in: PLoS ONE, Jahrgang 1, Nr. 16, 20.01.2021, S. 23.
DOI RIS ENW BIB
Data driven regularization by projection. / Aspri, Andrea; Korolev, Yury; Scherzer, Otmar.
in: Inverse Problems, Jahrgang 36, Nr. 12, 15.12.2020, S. ARTN 125009.
DOI RIS ENW BIB
Displacement field estimation from OCT images utilizing speckle information with applications in quantitative elastography. / Sherina, E; Krainz, L; Hubmer, S et al.
in: Inverse Problems, Jahrgang 36, Nr. 12, 03.12.2020, S. 124003.
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Adjoint-state method for Hybridizable Discontinuous Galerkin discretization, application to the inverse acoustic wave problem. / Faucher, Florian; Scherzer, Otmar.
in: Computer Methods in Applied Mechanics and Engineering, Jahrgang 372, 01.12.2020, S. 113406.
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Reciprocity-gap misfit functional for Distributed Acoustic Sensing, combining data from passive and active sources. / Faucher, Florian; Maarten, V; de Hoop et al.
in: Geophysics, Jahrgang 0 (ahead of print), 24.11.2020, S. 1-59.
DOI Website RIS ENW BIB
Asymptotic Expansions for Higher Order Elliptic Equations with an Application to Quantitative Photoacoustic Tomography. / Aspri, Andrea; Beretta, Elena; Scherzer, Otmar et al.
in: SIAM Journal on Imaging Sciences, Jahrgang 13, Nr. 4, 22.10.2020, S. 1781-1833.
DOI Download RIS ENW BIB
Regularization with metric double integrals for vector tomography. / Melching, Melanie; Scherzer, Otmar.
in: Journal of Inverse and Ill-Posed Problems, Jahrgang Ahead of Print, 01.09.2020, S. 000010151520190084.
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Critical yield numbers and limiting yield surfaces of particle arrays settling in a Bingham fluid. / José, A; Mercier, Gwenael; Scherzer, Otmar.
in: Applied Mathematics and Optimization, Jahrgang 1, 01.09.2020, S. 1-29.
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Eigenvector models for solving the seismic inverse problem for the Helmholtz equation. / Faucher, Florian; Scherzer, Otmar; Barucq, Helene.
in: Geophysical Journal International, Jahrgang 221, Nr. 1, 15.04.2020, S. 394-414.
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Motion reconstruction for optical tomography of trapped objects. / Elbau, Peter; Ritsch-Marte, Monika; Scherzer, Otmar et al.
in: Inverse Problems, Jahrgang 36, Nr. 4, 15.04.2020, S. ARTN 044004.
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A Data-Driven Iteratively Regularized Landweber Iteration. / Aspri, A; Banert, S; Oktem, O et al.
in: Numerical Functional Analysis and Optimization, Jahrgang 41, Nr. 10, 19.03.2020, S. 1190-1227.
DOI Download RIS ENW BIB
Preconditioning inverse problems for hyperbolic equations with applications to photoacoustic tomography. / Beigl, Alexander; Scherzer, Otmar; Sogn, Jarle et al.
in: Inverse Problems, Jahrgang 36, Nr. 5, 03.12.2019, S. 19.
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Invariant $varphi$-Minimal Sets and Total Variation Denoising on Graphs. / Kirisits, Clemens; Scherzer, Otmar; Setterqvist, Eric.
in: SIAM Journal on Imaging Sciences, Jahrgang 12, Nr. 4, 01.10.2019, S. 1643-1668.
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Regularization with Metric Double Integrals of Functions with Values in a Set of Vectors. / Ciak, Rene; Melching, Melanie; Scherzer, Otmar.
in: Journal of Mathematical Imaging and Vision, Jahrgang 61, Nr. 6, 15.07.2019, S. 824-848.
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The first 100 years of the Radon transform. / Ramlau, Ronny; Scherzer, Otmar.
in: Inverse Problems, Jahrgang 34, Nr. 9, 15.09.2018, S. ARTN 090201.
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A Range Condition for Polyconvex Variational Regularization. / Kirisits, Clemens; Scherzer, Otmar.
in: Numerical Functional Analysis and Optimization, Jahrgang 39, Nr. 10, 11.09.2018, S. 1064-1076.
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Shape-Aware Matching of Implicit Surfaces Based on Thin Shell Energies. / José, A; Rumpf, Martin; Scherzer, Otmar.
in: Foundations of Computational Mathematics, Jahrgang 18, Nr. 4, 30.07.2018, S. 891-927.
DOI Website Download RIS ENW BIB
Lamé Parameter Estimation from Static Displacement Field Measurements in the Framework of Nonlinear Inverse Problems. / Hubmer, Simon; Sherina, Ekaterina; Neubauer, Andreas et al.
in: SIAM Journal on Imaging Sciences, Jahrgang 11, Nr. 2, 15.06.2018, S. 1268-1293.
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A note on convergence of solutions of total variation regularized linear inverse problems. / José, A; Mercier, Gwenael; Scherzer, Otmar.
in: Inverse Problems, Jahrgang 34, Nr. 5, 19.04.2018, S. 055011.
DOI Website Download RIS ENW BIB
The inverse scattering problem for orthotropic media in polarization-sensitive optical coherence tomography. / Elbau, P; Mindrinos, L; Scherzer, O.
in: International Journal on Geomathematics, Jahrgang 9, Nr. 1, 15.04.2018, S. 145-165.
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Quantitative Photoacoustic Imaging in the Acoustic Regime using SPIM. / Beigl, Alexander; Elbau, Peter; Sadiq, Kamran et al.
in: Inverse Problems, Jahrgang 34, Nr. 5, 04.04.2018, S. 1-15.
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Reconstruction formulas for photoacoustic imaging in attenuating media. / Scherzer, Otmar; Shi, Cong.
in: Inverse Problems, Jahrgang 34, Nr. 1, 15.01.2018, S. ARTN 015006.
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Quantitative reconstructions in multi-modal photoacoustic and optical coherence tomography imaging. / Elbau, P; Mindrinos, L; Scherzer, O.
in: Inverse Problems, Jahrgang 34, Nr. 1, 15.01.2018, S. ARTN 014006.
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Singular values of the attenuated photoacoustic imaging operator. / Elbau, P; Scherzer, O; Shi, C.
in: Journal of Differential Equations, Jahrgang 263, Nr. 9, 05.11.2017, S. 5330-5376.
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On a spatial-temporal decomposition of optical flow. / Patrone, Aniello Raffaele; Scherzer, Otmar.
in: Inverse Problems and Imaging, Jahrgang 11, Nr. 4, 01.08.2017, S. 761-781.
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Convergence rates for regularization functionals with polyconvex integrands. / Kirisits, Clemens; Otmar, Scherzer.
in: Inverse Problems, Jahrgang 33, Nr. 8, 28.07.2017, S. 085008.
DOI Website RIS ENW BIB
Sparsity regularization in inverse problems Preface. / Jin, Bangti; Maass, Peter; Scherzer, Otmar.
in: Inverse Problems, Jahrgang 33, Nr. 6, 15.06.2017, S. ARTN 060301.
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Critical yield numbers of rigid particles settling in Bingham fluids and Cheeger sets. / Ian, A; José, A; Mercier, Gwenael et al.
in: SIAM Journal on Applied Mathematics, Jahrgang 77, Nr. 2, 20.04.2017, S. 638–663.
DOI Website RIS ENW BIB
Convergence of Tikhonov regularization for solving ill-posed operator equations with solutions defined on surfaces. / Dong, Guozhi; Jüttler, Bert; Scherzer, Otmar et al.
in: Inverse Problems and Imaging, Jahrgang 11, Nr. 2, 15.04.2017, S. 221-246.
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Optical Flow on Evolving Sphere-Like Surfaces. / Lang, L F; Scherzer, O.
in: Inverse Problems and Imaging, Jahrgang 11, Nr. 2, 15.04.2017, S. 305-338.
DOI Website RIS ENW BIB
Inverse problems of combined photoacoustic and optical coherence tomography. / Elbau, P; Mindrinos, L; Scherzer, O.
in: Mathematical Methods in the Applied Sciences, Jahrgang 40, 15.03.2017, S. 505-522.
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Photoacoustic Tomography With Spatially Varying Compressibility and Density. / Belhachmi, Zakaria; Glatz, Thomas; Scherzer, Otmar.
in: Journal of Inverse and Ill-Posed Problems, Jahrgang 25, Nr. 1, 15.02.2017, S. 119-133.
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Inverse boundary value problem for the Helmholtz equation: quantitative conditional Lipschitz stability estimates. / Beretta, Elena; Maarten, V; de Hoop et al.
in: SIAM Journal on Mathematical Analysis, Jahrgang 48, Nr. 6, 15.06.2016, S. 3962-3983.
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Optimal Convergence Rates Results for Linear Inverse Problems in Hilbert Spaces. / Albani, V; Elbau, P; de Hoop et al.
in: Numerical Functional Analysis and Optimization, Jahrgang 37, Nr. 5, 15.06.2016, S. 521-540.
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On the X-ray transform of planar symmetric 2-tensors. / Sadiq, Kamran; Scherzer, Otmar; Tamasan, Alexandru.
in: Journal of Mathematical Analysis and Applications, Jahrgang 442, Nr. 1, 01.06.2016, S. 31-49.
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A direct method for photoacoustic tomography with inhomogeneous sound speed. / Belhachmi, Zakaria; Glatz, Thomas; Scherzer, Otmar.
in: Inverse Problems, Jahrgang 32, Nr. 4, 15.04.2016, S. ARTN 045005.
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Nonequispaced grid sampling in photoacoustics with a nonuniform fast Fourier transform. / Schmid, Julian; Glatz, Thomas; Zabihian, Behrooz et al.
in: Journal of Biomedical Optics, Jahrgang 21, Nr. 1, 15.01.2016, S. ARTN 015005.
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Texture Generation for Photoacoustic Elastography. / Glatz, Thomas; Scherzer, Otmar; Widlak, Thomas.
in: Journal of Mathematical Imaging and Vision, Jahrgang 52, Nr. 3, 15.07.2015, S. 369-384.
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A PENALIZATION METHOD FOR CALCULATING THE FLOW BENEATH TRAVELING WATER WAVES OF LARGE AMPLITUDE. / Constantin, A; Kalimeris, K; Scherzer, O.
in: SIAM Journal on Applied Mathematics, Jahrgang 75, Nr. 4, 15.06.2015, S. 1513-1535.
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Approximations of steady periodic water waves in flows with constant vorticity. / Constantin, A; Kalimeris, K; Scherzer, O.
in: Nonlinear Analysis: Real World Applications, Jahrgang 25, 15.06.2015, S. 276-306.
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Modelling the Effect of Focusing Detectors in Photoacoustic Sectional Imaging. / Elbau, P; Scherzer, O.
in: SIAM Journal on Imaging Sciences, Jahrgang 8, Nr. 1, 15.06.2015, S. 1-18.
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Stability in the linearized problem of quantitative elastography. / Widlak, Thomas; Scherzer, Otmar.
in: Inverse Problems, Jahrgang 31, Nr. 3, 15.03.2015, S. ARTN 035005.
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Finite-dimensional approximation of convex regularization via hexagonal pixel grids. / Kirisits, C; Poeschl, C; Resmerita, E et al.
in: Applicable Analysis, Jahrgang 94, Nr. 3, 15.03.2015, S. 612-636.
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Exact solutions of one-dimensional total generalized variation. / Pöschl, Christiane; Scherzer, Otmar; Scherzer, Otmar (Herausgeber:in).
in: Communications in Mathematical Sciences, Jahrgang 13, Nr. 1, 16.02.2015, S. 171-202.
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An analysis of a multi-level projected steepest descent iteration for nonlinear inverse problems in Banach spaces subject to stability constraints. / Scherzer, O; Qiu, L; de Hoop, M.
in: Numerische Mathematik, Jahrgang 129, Nr. 1, 15.01.2015, S. 127-148.
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Exact solutions of one-dimensional total generalized variation. / Poeschl, C; Scherzer, O.
in: Communications in Mathematical Sciences, Jahrgang 13, Nr. 1, 01.01.2015.
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Quantitative photoacoustic tomography with piecewise constant material parameters. / Naetar, W; Scherzer, O.
in: SIAM Journal on Imaging Sciences, Jahrgang 7, Nr. 3, 16.06.2014, S. 1755-1774.
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Optical Flow on Evolving Surfaces with Space and Time Regularisation. / Kirisits, C; Lang, L F; Scherzer, O.
in: Journal of Mathematical Imaging and Vision, Jahrgang 52, 15.06.2014, S. 55-70.
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Decomposition of optical flow on the sphere. / Kirisits, C; Lang, L F; Scherzer, O.
in: International Journal on Geomathematics, Jahrgang 5, Nr. 1, 15.06.2014, S. 117-141.
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A variational algorithm for the detection of line segments. / Beretta, E; Grasmair, M; Muszkieta, M et al.
in: Inverse Problems and Imaging, Jahrgang 8, Nr. 2, 15.06.2014, S. 389-408.
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Photoacoustic imaging in attenuating acoustic media based on strongly causal models. / Kalimeris, K; Scherzer, O.
in: Mathematical Methods in the Applied Sciences, Jahrgang 36, Nr. 16, 15.11.2013, S. 2254–2264.
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Nonparametric instrumental regression with non-convex constraints. / Grasmair, M; Scherzer, O; Vanhems, A.
in: Inverse Problems, Jahrgang 29, Nr. 3, 15.06.2013, S. 035006.
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An approach to the minimization of the Mumford-Shah functional using Γ-convergence and topological asymptotic expansion. / Grasmair, M; Muszkieta, M; Scherzer, O.
in: Interfaces and Free Boundaries, Jahrgang 15, Nr. 2, 15.06.2013, S. 141-166.
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The Levenberg–Marquardt iteration for numerical inversion of the power density operator. / Bal, G; Naetar, W; Scherzer, O et al.
in: Journal of Inverse and Ill-Posed Problems, Jahrgang 21, Nr. 2, 15.04.2013, S. 265-280.
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Nonparametric instrumental regression with non-convex constraints. / Grasmair, M; Scherzer, O; Vanhems, A.
in: Inverse Problems, Jahrgang 29, Nr. 3, 15.02.2013, S. 035006-035021.
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Shape Spaces via Medial Axis Transforms for Segmentation of 3D Voxel Data. / Abhau, J; Aichholzer, O; Colutto, S et al.
in: Inverse Problems and Imaging, Jahrgang 7, Nr. 1, 15.02.2013, S. 1-25.
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Hybrid Tomography for Conductivity Imaging. / Scherzer, O; Widlak, T.
in: Inverse Problems, Jahrgang 28, 30.07.2012, S. 084008.
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Shape Reconstruction with A Priori Knowledge Based on Integral Invariants. / Fidler, T; Grasmair, M; Scherzer, O.
in: SIAM Journal on Imaging Sciences, Jahrgang 5, Nr. 2, 28.06.2012, S. 726–745.
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Simultaneous Reconstructions of Absorption Density and Wave Speed with Photoacoustic Measurements. / Kirsch, A; Scherzer, O.
in: SIAM Journal on Applied Mathematics, Jahrgang 72, Nr. 5, 15.06.2012, S. 1508-1523.
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Convex regularization of local volatility models from option prices: Convergence analysis and rates. / Cezaro, A De; Scherzer, O; Zubelli, J.P.
in: Nonlinear Analysis, Theory, Methods and Applications, Jahrgang 75, 19.03.2012, S. 2398-2415.
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Reconstruction Formulas for Photoacoustic Sectional Imaging. / Elbau, P; Scherzer, O; Schulze, R.
in: Inverse Problems, Nr. 28, 13.03.2012, S. 045004.
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Local analysis of inverse problems: Hölder stability and iterative reconstruction. / Scherzer, O; Qiu, L; de Hoop, M.
in: Inverse Problems, Jahrgang 28, 06.03.2012, S. 045001.
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Convergence of variational regularization methods for imaging on Riemannian manifolds. / Thorstensen, N; Scherzer, O.
in: Inverse Problems, Jahrgang 28, Nr. 1, 19.12.2011, S. 015007.
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The residual method for regularizing ill-posed problems. / Grasmair, Markus; Haltmeier, Markus; Scherzer, Otmar.
in: Applied Mathematics and Computation, Jahrgang 218, Nr. 6, 15.11.2011, S. 2693–2710.
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On the use of frequency-domain reconstruction algorithms for photoacoustic imaging. / Rainer, J; Scherzer, Otmar; Zangerl, Gerhard et al.
in: Journal of Biomedical Optics, Jahrgang 16, Nr. 8, 01.08.2011, S. 086002.
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Partial Differential Equations for Zooming, Deinterlacing and Dejittering. / Lenzen, Frank; Scherzer, Otmar.
in: International Journal of Computer Vision, Jahrgang 92, Nr. 2, 15.04.2011, S. 162-176.
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Necessary and Sufficient Conditions for Linear Convergence of l1-Regularization. / Grasmair, Markus; Scherzer, Otmar; Haltmeier, Markus.
in: Communications on Pure and Applied Mathematics, Jahrgang 64, Nr. 2, 15.02.2011, S. 161-182.
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Causality analysis of frequency-dependent wave attenuation. / Kowar, Richard; Scherzer, Otmar; Bonnefond, Xavier.
in: Mathematical Methods in the Applied Sciences, Jahrgang 34, Nr. 1, 15.01.2011, S. 108-124.
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Exact reconstruction in photoacoustic tomography with circular integrating detectors II: Spherical geometry. / Zangerl, G; Scherzer, Otmar.
in: Mathematical Methods in the Applied Sciences, Jahrgang 33, Nr. 15, 31.10.2010, S. 1771-1782.
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A Variational Setting for Volume Constrained Image Registration. / Pöschl, C; Modersitzki, J; Scherzer, Otmar.
in: Inverse Problems and Imaging, Jahrgang 4, Nr. 3, 31.10.2010, S. 505-522.
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Discretization of variational regularization in {B}anach spaces. / Pöschl, C; Resmerita, E; Scherzer, Otmar.
in: Inverse Problems, Jahrgang 26, Nr. 10, 30.09.2010, S. 105017.
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Partial Differential Equations for Zooming, Deinterlacing and Dejittering. / Lenzen, F; Scherzer, Otmar.
in: International Journal of Computer Vision, Jahrgang 0920-5691, 31.07.2010, S. 1-15.
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Regularization of ill-posed linear equations by the non-stationary augmented {L}agrangian method. / Frick, K; Scherzer, Otmar.
in: Journal of Integral Equations and Applications, Jahrgang 22, Nr. 2, 31.07.2010, S. 217-257.
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The {CMA-ES} on Riemannian Manifolds to Reconstruct Shapes in {3-D} Voxel Images. / Colutto, S; Frühauf, F; Fuchs, M et al.
in: IEEE Transactions on Evolutionary Computation, Jahrgang 14, Nr. 2, 31.07.2010, S. 227-245.
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A Combinatorial Method for Topology Adaptations in {3D} Deformable Models. / Abhau, J; Scherzer, Otmar.
in: International Journal of Computer Vision, Jahrgang 87, Nr. 3, 30.06.2010, S. 304-315.
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Evolution by Non-Convex Functionals. / Elbau, Peter; Grasmair, Markus; Lenzen, Frank et al.
in: Numerical Functional Analysis and Optimization, Jahrgang 31, Nr. 4, 15.04.2010, S. 489 - 517.
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A Reconstruction Algorithm for Photoacoustic Imaging Based on the Nonuniform FFT. / Haltmeier, Markus; Scherzer, Otmar; Zangerl, Gerhard.
in: IEEE Transactions on Medical Imaging, Jahrgang 28, Nr. 11, 15.11.2009, S. 1727-1735.
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Exact series reconstruction in photoacoustic tomography with circular integrating detectors. / Zangerl, Gerhard; Scherzer, Otmar; Haltmeier, Markus.
in: Communications in Mathematical Sciences, Jahrgang 7, Nr. 3, 15.09.2009, S. 665-678.
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A Combinatorial Method for Topology Adaptations in 3D Deformable Models. / Abhau, Jochen; Scherzer, Otmar.
in: International Journal of Computer Vision, 11.08.2009.
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Experiments and algorithms to detect snow avalanche victims using airborne ground-penetrating radar. / Scherzer, Otmar; Fellin, Wolfgang; Frühauf, Florian et al.
in: IEEE Transactions on Geoscience and Remote Sensing, Jahrgang 47, Nr. 7, 15.07.2009, S. 2240 - 2251.
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On Steepest-Descent-Kaczmarz Methods for Regularizing Systems of Nonlinear Ill-posed Equations. / DeCesaro, A; Leitao, A; Haltmeier, M et al.
in: Applied Mathematics and Computation, Jahrgang 202, Nr. 2, 15.06.2009, S. 596-607.
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Shape Metrics Based on Elastic Deformations. / Scherzer, Otmar; Jüttler, Bert; Fuchs, Matthias et al.
in: Journal of Mathematical Imaging and Vision, Jahrgang 35, Nr. 1, 20.05.2009, S. 86-102.
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Circular integrating detectors in photo- and thermoacoustic tomography. / Scherzer, O; Zangerl, G; Haltmeier, M.
in: Inverse Problems in Science and Engineering, Jahrgang 17, Nr. 1, 01.01.2009, S. 133-142.
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Combined evolution of level sets and B-spline curves for imaging. / Fuchs, M; Jüttler, B; Yang, H et al.
in: Computing and Visualization in Science, Jahrgang 43, 11.04.2008.
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Detecting interfaces in a parabolic-elliptic problem from surface measurements. / Frühauf, F; Gebauer, B; Scherzer, O.
in: SIAM Journal on Numerical Analysis, Jahrgang 45, Nr. 2, 20.04.2007, S. 810-836.
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Error estimates for non-quadratic regularization and the relation to enhancing. / Resmerita, E; Scherzer, O.
in: Inverse Problems, Jahrgang 22, 15.06.2006, S. 801-814.
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Computed Origami Tomography. / Kittenberger, Axel; Mindrinos, Leonidas; Scherzer, Otmar.
in: SIAM Review, 30.09.2021.
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The Levenberg-Marquardt iteration for numerical inversion of the power density operator. / with, G; Bal, W; Naetar, J et al.
in: Journal of Inverse and Ill-Posed Problems, Jahrgang 21, 15.06.2013, S. 265-280.
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Imaging nonparametric instrumental regression with non-convex constraints. / with, M; Grasmair, A; Scherzer, Otmar.
in: Inverse Problems, Jahrgang 29, 15.06.2013, S. 16.
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Shape spaces via medial axis transforms for segmentation of complex geometry in 3D voxel data. / with, J; Abhau, O; Aichholzer, S et al.
in: Inverse Problems and Imaging, Jahrgang 7, Nr. 1, 15.02.2013, S. 1-25.
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Identifiability and Reconstruction of Shapes from Integral Invariants. / Scherzer, O; Filder, T; Grasmair, M.
in: Inverse Problems and Imaging, Jahrgang 2, Nr. 3, 15.06.2008, S. 341-354.
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Regularized reconstruction of shapes with statistical a-priori knowledge. / Scherzer, O; Fuchs, M.
in: International Journal of Computer Vision, Jahrgang 79, Nr. 2, 01.08.2008, S. 119-135.
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Dual Evolution of planar parametric spline curves and T-spline level sets. / Scherzer, O; Feichtinger, R; Fuchs, M et al.
in: CAD Computer Aided Design, Jahrgang 40, Nr. 1, 01.01.2008, S. 13-24.
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Preservation of Piecewise Constancy under TV Regularization with Rectilinear Anisotropy. / Kirisits, Clemens; Scherzer, Otmar; Setterqvist, Eric et al.
Scale Space and Variational Methods in Computer Vision, SSVM 2019. Springer, 2019. S. 510-521 (Lecture Notes in Computer Science, vol. 11603).
DOI RIS ENW BIB
Modeling polarization-sensitive OCT using inverse scattering techniques. / Elbau, P; Mindrinos, L; Scherzer, O.
Inverse Problems. Band 33 8. Aufl. 2017. S. MW3C.3 (Imaging and Applied Optics).
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Nonlinear Flows for Displacement Correction and Applications in Tomography. / Dong, Guozhi; Scherzer, Otmar.
Inverse Problems. Band 33 8. Aufl. Springer, 2017. S. 283-294 (Lecture Notes in Computer Science).
DOI RIS ENW BIB
Visual Attention in Edited Dynamical Images. / Ansorge, U; Buchinger, S; Valuch, C et al.
11th International Conference on Signal Processing and Multimedia Applications (SIGMAP-2014). 2014. S. 198-205 (Proceedings of the 11th International Conference on Signal Processing and Multimedia Applications).
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The effect of cinematic cuts on human attention. / Valuch, C; Ansorge, U; Buchinger, S et al.
ACM International Conference on Interactive Experiences for TV and Online Video, TVX '14. Newcastle, 2014. S. 119-122.
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Regularization of Ill-posed Linear Equations by the Non-stationary Augmented Lagrangian Method. / Scherzer, O; Keller, A (Herausgeber:in); Kuo, F (Herausgeber:in) et al.
Dagstuhl Seminar 12391. Dagstuhl, Germany: Schloss Dagstuhl: Leibniz-Zentrum fuer Informatik, 2013. S. 219.
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Optical Flow on Evolving Surfaces with an Application to the Analysis of 4D Microscopy Data. / Kirisits, C; Lang, L.F; Scherzer, O et al.
Proceedings of the fourth International Conference on Scale Space and Variational Methods in Computer Vision. Band 5 2. Aufl. Berlin, Heidelberg: Springer Verlag, 2013. S. 246-257 (Lecture Notes in Computer Science 7893).
DOI RIS ENW BIB
Scale and Edge Detection with Topological Derivatives of the Mumford-Shah Functional. / Dong, G; Kang, S.H; Grasmair, M et al.
Proceedings of the fourth International Conference on Scale Space and Variational Methods in Computer Vision. Band 5 2. Aufl. Berlin, Heidelberg: Springer Verlag, 2013. S. 404-415 (Lecture Notes in Computer Science 7893).
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A Thin Shell Approach to the Registration of Implicit Surfaces. / Iglesias, J A; Berkels, B; Rumpf, M et al.
Vision, Modeling & Visualization. Lugano, 2013. S. 89-96.
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Convex Variational Regularization Methods for Inverse Problems. / Kirisits, C; Scherzer, O.
Frontiers in Nonparametric Statistics. 2012. (Oberwolfach Reports).
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Photoacoustic and Coupled Physics Imaging. / Elbau, P; Kirsch, A; Scherzer, O et al.
Inverse Problems for Partial Differential Equations. 2012. (Oberwolfach Reports).
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Regularized reconstruction of M-Rep shapes with statistical a priori knowledge. / Fuchs, Matthias; Scherzer, Otmar.
Trends in Mathematical Imaging and Surface Processing. 2011. (Oberwolfach Reports).
DOI RIS ENW BIB
Non-Local Functionals for Imaging. / Boulanger, Jérôme; Elbau, Peter; Pontow, Carsten et al.
Fixed-Point Algorithms for Inverse Problems in Science and Engineering. Springer, 2011.
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Texture Enhancing Based on Variational Image Decomposition. / Frühauf, Florian; Pontow, Carsten; Scherzer, Otmar et al.
Mathematical Image Processing. Berlin Heidelberg: Springer, 2011. S. 127-140 (Springer Proceedings in Mathematics).
DOI RIS ENW BIB
Photoacoustic Imaging taking into account Attenuation. / Kowar, R; Scherzer, Otmar.
Mathematics and Algorithms in Tomography. 2010. S. 54-56.
DOI RIS ENW BIB
Characterization of minimizers of convex regularization functionals. / Scherzer, Otmar; Pöschl, Christiane.
Frames and Operator Theory in Analysis and Signal Processing. Band 451 2008. S. 219-248 (Contemporary Mathematics).
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Analysis of generalized iteratively regularized Landweber iterations driven by data. / Scherzer, Otmar; Aspri, Andrea.
Data-driven Models in Inverse Problems. Hrsg. / Tatiana Bubba. 2025.
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Using the transport of intensity and the transport of phase equation for phase retrieval. / Kirisits, Clemens; Scherzer, Otmar; Raik, Kemal et al.
Inverse Problems on Large Scales. Mathematical Modelling and Computational Methods. Hrsg. / Bochra Mejri; Ronny Ramlau; Otmar Scherzer. Band 32 DeGruyter, 2025.
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Classification with neural networks with quadratic decision. / Frischauf, Leon; Scherzer, Otmar; Shi, Cong et al.
Data-driven Models in Inverse Problems. 2024. S. 471–494 (Data-driven Models in Inverse Problems).
DOI Website RIS ENW BIB
Motion-based temporal interpolations of power Doppler ultrasound. / Scherzer, Otmar; Kirisits, Clemens; Biberger, Simon et al.
Medical Imaging 2024: Ultrasonic Imaging and Tomography. Hrsg. / Christian Boehm; Nick Bottenus. 2024.
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Analytical Evaluations of Double Integral Expressions Related to Total Variation. / Pontow, C; Scherzer, O; Langer, U (Herausgeber:in) et al.
Numerical and Symbolic Scientific Computing: Progress and Prospects. New York: Springer, 2012. (Numerical and Symbolic Scientific Computing: Progress and Prospects, Texts and Monograph).
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Photoacoustic Imaging Taking into Account Attenuation. / Kowar, R; Scherzer, O; Ammari, Habib (Herausgeber:in).
Mathematical Modeling in Biomedical Imaging II: Optical, Ultrasound, and Opto-Acoustic Tomographies. New York: Springer, 2012. (Lecture Notes in Mathematics, Mathematical Biosciences Subseries).
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Distance Measures and Applications to Multi-Modal Variational Imaging. / Pöschl, Christiane; Scherzer, Otmar; Scherzer, Otmar (Herausgeber:in).
Handbook of Mathematical Methods in Imaging. New York: Springer, 2011.
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Sparsity in Inverse Geophysical Problem. / Grasmair, M; Haltmeier, M; Scherzer, Otmar et al.
Handbook of Geomathematics. Springer Berlin Heidelberg, 2010. S. 763-784.
Website RIS ENW BIB
Challenges for Optical Flow Estimates in Elastography. / Sherina, Ekaterina; Krainz, Lisa; Hubmer, Simon et al.
Eighth International Conference on Scale Space and Variational Methods in Computer Vision. Cham: Springer International Publishing, 2021. S. 128-139 (Lecture Notes in Computer Science).
DOI RIS ENW BIB
Convergence Rates of First and Higher Order Dynamics for Solving Linear Inverse Problems. / Burger, Martin (Herausgeber:in); Hahn, Bernadette (Herausgeber:in); Quinto, Eric Todd (Herausgeber:in) et al.
Tomographic Inverse Problems: Theory and Applications. EMS Publishing House, 2019. (Oberwolfach Rep. 16).
DOI RIS ENW BIB
Mathematical Methods in Photo- and Thermoacoustic Imaging. / Kuchment, P; Scherzer, O; Mathematics, Encyclopedia of (Serienherausgeber:in).
N/A. 2012.
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Otmar Scherzer

Otmar Scherzer

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