I joined Heidelberg University in April 2021 and established the group Scientific Computing and Optimization (SCOOP) at the Interdisciplinary Center for Scientific Computing (IWR).
You can find my CV here.
Research interests
My research interests include
- optimal control of partial differential equations
- large-scale optimization and its applications
- numerical linear algebra
- optimal experimental design
- optimization on manifolds
- numerical methods for partial differential equations
Recent Teaching
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2024 WSGrundlagen der Optimierung (Lecture)
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2024 WSInfinite-Dimensional Optimization (Lecture)
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2024 WSMathematical Machine Learning (Seminar)
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2024 SSLineare Algebra II (Lecture)
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2024 SSMathematical Machine Learning (Seminar)
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2024 SSSelected Topics in Optimization (Seminar)
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2023 WSLineare Algebra I (Lecture)
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2023 WSMathematical Machine Learning (Seminar)
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2023 SSAusgewählte Kapitel der Optimierung (Seminar)
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2023 SSDiscrete Differential Geometry (Seminar)
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2023 SSMathematical Machine Learning (Seminar)
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2023 SSNonlinear Optimization (Lecture)
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2023 SSSoftware Praktikum (Software practical)
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2022 WSGrundlagen der Optimierung (Lecture)
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2022 WSIntroduction to Optimization (Short course)
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2022 WSMathematical Machine Learning (Seminar)
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2022 WSWeiterführende Themen der Numerik (Seminar)
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2022 SSAusgewählte Kapitel der Optimierung (Seminar)
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2022 SSEinführung in die Numerik (Lecture)
Currently Supervising
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M.Sc. Thesis of
Optimization of Battery Storage Systems in Power Markets using Reinforcement LearningM.Sc. Physik, Heidelberg UniversitySupervision: Ullrich Köthe, Roland Herzog and Viktor Martinek(mit Statkraft)
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M.Sc. Thesis of
Trajectory Reconstruction in Single-Cell Expression Data via Score Estimation with Normalizing FlowsM.Sc. Mathematik, Heidelberg UniversitySupervision: Evelyn Herberg, Simon Anders and Roland Herzog
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M.Sc. Thesis of
Inverse Reinforcement LearningM.Sc. Scientific Computing, Heidelberg UniversitySupervision: Roland Herzog, Georgia Koppe and Viktor Martinek
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B.Sc. Thesis of
Sorting by Linear ProgrammingB.Sc. Mathematik, Heidelberg UniversitySupervision: Roland Herzog and Georg Müller
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B.Sc. Thesis of
Invexe OptimierungB.Sc. MathematikSupervision: Roland Herzog and Evelyn Herberg
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B.Sc. Thesis of
Lineare Kleinste-Quadrate-Aufgaben mit mehreren ModellenB.Sc. Mathematik, Heidelberg UniversitySupervision: Roland Herzog and Georg Müller
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B.Sc. Thesis of
A Regularized Newton MethodB.Sc. Informatik, Heidelberg UniversitySupervision: Roland Herzog and Georg Müller
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B.Sc. Thesis of
Structural Optimization using Linear Programming50% B.Sc. Mathematik, Heidelberg UniversitySupervision: Roland Herzog and Georg Müller
Recent Events Organized
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2025-09-01 -- 2025-09-05 European Conference on Numerical Mathematics and Advanced Applications (ENUMATH)
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2025-02-22 -- 2025-03-01 Heidelberg Seminar on Optimal Control
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2024-02-24 -- 2024-03-02 Heidelberg Seminar on Optimal Control
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2023-09-25 -- 2023-09-27 European Conference on Computational Optimization (EUCCO)
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2023-02-25 -- 2023-03-04 Heidelberg Seminar on Optimal Control
Latest Publications
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Subspace accelerated measure transport methods for fast and scalable sequential experimental design, with application to photoacoustic imaging,
2025
bibtex
@ONLINE{CuiKovalHerzogScheichl:2025:1, AUTHOR = {Cui, Tiangang and Koval, Karina and Herzog, Roland and Scheichl, Robert}, DATE = {2025-02}, EPRINT = {2502.20086}, EPRINTTYPE = {arXiv}, TITLE = {Subspace accelerated measure transport methods for fast and scalable sequential experimental design, with application to photoacoustic imaging}, }
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Mesh denoising and inpainting using the total variation of the normal and a shape Newton approachSIAM Journal on Scientific Computing 47(1), p.A300-A324, 2025
bibtex
@ARTICLE{BaumgaertnerBergmannHerzogSchmidtVidalNunezWeiss:2025:1, AUTHOR = {Baumgärtner, Lukas and Bergmann, Ronny and Herzog, Roland and Schmidt, Stephan and Vidal-Núñez, José and Weiß, Manuel}, PUBLISHER = {Society for Industrial \& Applied Mathematics (SIAM)}, DATE = {2025-01}, DOI = {10.1137/24m1646121}, JOURNALTITLE = {SIAM Journal on Scientific Computing}, NUMBER = {1}, PAGES = {A300--A324}, TITLE = {Mesh denoising and inpainting using the total variation of the normal and a shape Newton approach}, VOLUME = {47}, }
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Preconditioning for a Cahn-Hilliard-Navier-Stokes model for morphology formation in organic solar cells,
2025
bibtex
@ONLINE{CilogluTretmansHerzogPietschmannStoll:2025:1, AUTHOR = {Çiloğlu, Pelin and Tretmans, Carmen and Herzog, Roland and Pietschmann, Jan-F. and Stoll, Martin}, DATE = {2025-01}, EPRINT = {2501.11767}, EPRINTTYPE = {arXiv}, TITLE = {Preconditioning for a Cahn-Hilliard-Navier-Stokes model for morphology formation in organic solar cells}, }
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Entropy scaling of viscosity IV---application to 124 industrially important fluidsJournal of Chemical & Engineering Data, 2025
bibtex
@ARTICLE{MartinekBellHerzogRichterYang:2025:1, AUTHOR = {Martinek, Viktor and Bell, Ian and Herzog, Roland and Richter, Markus and Yang, Xiaoxian}, PUBLISHER = {American Chemical Society (ACS)}, DATE = {2025-01}, DOI = {10.1021/acs.jced.4c00451}, JOURNALTITLE = {Journal of Chemical \& Engineering Data}, TITLE = {Entropy scaling of viscosity IV---application to 124 industrially important fluids}, }
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Datenassimilation und optimale SensorplatzierungThermo-energetische Gestaltung von Werkzeugmaschinen, p.189-197, 2025
bibtex
@INBOOK{NaumannRiedelHerzog:2025:1, AUTHOR = {Naumann, Andreas and Riedel, Ilka and Herzog, Roland}, PUBLISHER = {Springer Fachmedien Wiesbaden}, BOOKTITLE = {Thermo-energetische Gestaltung von Werkzeugmaschinen}, DATE = {2025}, DOI = {10.1007/978-3-658-45180-6_12}, PAGES = {189--197}, TITLE = {Datenassimilation und optimale Sensorplatzierung}, }
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Two models for surface segmentation using the total variation of the normal vector,
2024
bibtex
@ONLINE{BaumgaertnerBergmannHerzogSchmidtWeiss:2024:1, AUTHOR = {Baumgärtner, Lukas and Bergmann, Ronny and Herzog, Roland and Schmidt, Stephan and Weiß, Manuel}, DATE = {2024-12}, EPRINT = {2412.00445}, EPRINTTYPE = {arXiv}, TITLE = {Two models for surface segmentation using the total variation of the normal vector}, }
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Uncertainty propagation of initial conditions in thermal modelsInternational Journal for Computational Methods in Engineering Science and Mechanics 25(6), p.475-488, 2024
bibtex
@ARTICLE{BuengerHerzogNaumannStoll:2024:1, AUTHOR = {Bünger, Alexandra and Herzog, Roland and Naumann, Andreas and Stoll, Martin}, PUBLISHER = {Informa UK Limited}, DATE = {2024-10}, DOI = {10.1080/15502287.2024.2408291}, EPRINT = {2306.12736}, EPRINTTYPE = {arXiv}, JOURNALTITLE = {International Journal for Computational Methods in Engineering Science and Mechanics}, NUMBER = {6}, PAGES = {475--488}, TITLE = {Uncertainty propagation of initial conditions in thermal models}, VOLUME = {25}, }
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Tractable optimal experimental design using transport mapsInverse Problems 40(12), 2024
bibtex
@ARTICLE{KovalHerzogScheichl:2024:2, AUTHOR = {Koval, Karina and Herzog, Roland and Scheichl, Robert}, PUBLISHER = {IOP Publishing}, DATE = {2024-10}, DOI = {10.1088/1361-6420/ad8260}, EPRINT = {2401.07971}, EPRINTTYPE = {arXiv}, JOURNALTITLE = {Inverse Problems}, NUMBER = {12}, PAGES = {125002}, TITLE = {Tractable optimal experimental design using transport maps}, VOLUME = {40}, }
Current and Upcoming Projects
Machine Learning and Optimal Experimental Design for Thermodynamic Property Modeling
Start: 2025-03-01
End: 2028-02-29
Principal Investigators: Roland Herzog,
Markus Richter
Staff: Viktor Martinek,
Ophelia Frotscher
Funded by:
DFG
within the
Priority Program funding scheme
Part of: Machine Learning in Chemical Engineering
(SPP 2331)
Surrogate-Based Prediction of Cycle Fatigue Strength of Rotating Shafts and Process Optimization Using Flexible Kriging Models
(dPRO2)
Start: 2024-10-01
End: 2027-09-30
Principal Investigators: Roland Herzog
Collaborators: Thomas Lampke,
Lisa Winter,
Andreas Schubert
Staff: Hannah Rickmann, Sahib Kaur,
Pascale Neubauer
Funded by:
DFG
within the
Package Proposal funding scheme
Part of: Data-Driven Process-Property Models to Predict Cycle Fatigue Strength
(PAK 1105)
Phase Field Methods, Parameter Identification and Process Optimization
(PoPULAR)
Start: 2023-07-01
End: 2026-06-30
Principal Investigators: Roland Herzog,
Martin Stoll,
Jan-Frederik Pietschmann
Staff: Pelin Çiloğlu,
Carmen Tretmans
Funded by:
DFG
within the
Research Unit funding scheme
Part of: Printed & Stable Organic Photovoltaics from Non-Fullerene Acceptors
(FOR 5387)
Multilevel Architectures and Algorithms in Deep Learning
Start: 2023-01-01
End: 2025-12-31
Principal Investigators: Roland Herzog,
Anton Schiela
Staff: Leonie Kreis,
Frederik Köhne
Funded by:
DFG
within the
Priority Program funding scheme
Part of: Theoretical Foundations of Deep Learning
(SPP 2298)
Optimal Control and Optimal Experimental Design for MRI and Photoacoustic Imaging
(MBAI)
Start: 2022-04-01
End: 2028-03-31
Principal Investigators: Roland Herzog,
Robert Scheichl
Staff: Karina Koval
Funded by:
Carl Zeiss Foundation
within the
CZS Breakthroughs funding scheme
Part of: Model-Based AI: Physical Models and Deep Learning for Imaging and Cancer Treatment
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Start: 2025-03-01
End: 2028-02-29
Principal Investigators: Roland Herzog, Markus Richter
Staff: Viktor Martinek, Ophelia Frotscher
Funded by: DFG within the Priority Program funding scheme
Part of: Machine Learning in Chemical Engineering (SPP 2331)
End: 2028-02-29
Principal Investigators: Roland Herzog, Markus Richter
Staff: Viktor Martinek, Ophelia Frotscher
Funded by: DFG within the Priority Program funding scheme
Part of: Machine Learning in Chemical Engineering (SPP 2331)
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Start: 2024-10-01
End: 2027-09-30
Principal Investigators: Roland Herzog
Collaborators: Thomas Lampke, Lisa Winter, Andreas Schubert
Staff: Hannah Rickmann, Sahib Kaur, Pascale Neubauer
Funded by: DFG within the Package Proposal funding scheme
Part of: Data-Driven Process-Property Models to Predict Cycle Fatigue Strength (PAK 1105)
End: 2027-09-30
Principal Investigators: Roland Herzog
Collaborators: Thomas Lampke, Lisa Winter, Andreas Schubert
Staff: Hannah Rickmann, Sahib Kaur, Pascale Neubauer
Funded by: DFG within the Package Proposal funding scheme
Part of: Data-Driven Process-Property Models to Predict Cycle Fatigue Strength (PAK 1105)
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Start: 2023-07-01
End: 2026-06-30
Principal Investigators: Roland Herzog, Martin Stoll, Jan-Frederik Pietschmann
Staff: Pelin Çiloğlu, Carmen Tretmans
Funded by: DFG within the Research Unit funding scheme
Part of: Printed & Stable Organic Photovoltaics from Non-Fullerene Acceptors (FOR 5387)
End: 2026-06-30
Principal Investigators: Roland Herzog, Martin Stoll, Jan-Frederik Pietschmann
Staff: Pelin Çiloğlu, Carmen Tretmans
Funded by: DFG within the Research Unit funding scheme
Part of: Printed & Stable Organic Photovoltaics from Non-Fullerene Acceptors (FOR 5387)

Start: 2023-01-01
End: 2025-12-31
Principal Investigators: Roland Herzog, Anton Schiela
Staff: Leonie Kreis, Frederik Köhne
Funded by: DFG within the Priority Program funding scheme
Part of: Theoretical Foundations of Deep Learning (SPP 2298)
End: 2025-12-31
Principal Investigators: Roland Herzog, Anton Schiela
Staff: Leonie Kreis, Frederik Köhne
Funded by: DFG within the Priority Program funding scheme
Part of: Theoretical Foundations of Deep Learning (SPP 2298)
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Start: 2022-04-01
End: 2028-03-31
Principal Investigators: Roland Herzog, Robert Scheichl
Staff: Karina Koval
Funded by: Carl Zeiss Foundation within the CZS Breakthroughs funding scheme
Part of: Model-Based AI: Physical Models and Deep Learning for Imaging and Cancer Treatment
End: 2028-03-31
Principal Investigators: Roland Herzog, Robert Scheichl
Staff: Karina Koval
Funded by: Carl Zeiss Foundation within the CZS Breakthroughs funding scheme
Part of: Model-Based AI: Physical Models and Deep Learning for Imaging and Cancer Treatment