0000-0001-9688-0150
Hinze, Michael; Hofmann, Bernd; Tran Nhan Tam Quyen, Tran Nhan Tam Quyen
A Regularization Approach for an Inverse Source Problem in Elliptic Systems from Single Cauchy DataNUMERICAL FUNCTIONAL ANALYSIS AND OPTIMIZATION. Bd. 40. H. 9. 2019 S. 1080 - 1112
von Daniels, Nikolaus; Hinze, Michael
VARIATIONAL DISCRETIZATION OF A CONTROL-CONSTRAINED PARABOLIC BANG-BANG OPTIMAL CONTROL PROBLEMJOURNAL OF COMPUTATIONAL MATHEMATICS. Bd. 37. H. 3. 2019 S. 361 - 387
Hintermueller, Michael; Hinze, Michael; Kahle, Christian et al.
A goal-oriented dual-weighted adaptive finite element approach for the optimal control of a nonsmooth Cahn-Hilliard-Navier-Stokes systemOPTIMIZATION AND ENGINEERING. Bd. 19. H. 3. 2018 S. 629 - 662
Garcke, Harald; Hinze, Michael; Kahle, Christian et al.
A phase field approach to shape optimization in Navier-Stokes flow with integral state constraintsADVANCES IN COMPUTATIONAL MATHEMATICS. Bd. 44. H. 5. 2018 S. 1345 - 1383
Alla, Alessandro; Graessle, Carmen; Hinze, Michael
A POSTERIORI SNAPSHOT LOCATION FOR POD IN OPTIMAL CONTROL OF LINEAR PARABOLIC EQUATIONSESAIM-MATHEMATICAL MODELLING AND NUMERICAL ANALYSIS-MODELISATION MATHEMATIQUE ET ANALYSE NUMERIQUE. Bd. 52. H. 5. 2018 S. 1847 - 1873
Heners, J. P.; Radtke, L.; Hinze, M. et al.
Adjoint shape optimization for fluid-structure interaction of ducted flowsCOMPUTATIONAL MECHANICS. Bd. 61. H. 3. 2018 S. 259 - 276
Ali, Ahmad Ahmad; Deckelnick, Klaus; Hinze, Michael
ERROR ANALYSIS FOR GLOBAL MINIMA OF SEMILINEAR OPTIMAL CONTROL PROBLEMSMATHEMATICAL CONTROL AND RELATED FIELDS. Bd. 8. H. 1. 2018 S. 195 - 215
Hinze, Michael; Kaltenbacher, Barbara; Tran Nhan Tam Quyen, Tran Nhan Tam Quyen
Identifying conductivity in electrical impedance tomography with total variation regularizationNUMERISCHE MATHEMATIK. Bd. 138. H. 3. 2018 S. 723 - 765
Benner, Peter; Fassbender, Heike; Hinze, Michael et al.
Model reduction of complex dynamical systems: Editorial of the special issue corresponding to a workshop held at SDU Odense, Denmark, January 11-13, 2017ADVANCES IN COMPUTATIONAL MATHEMATICS. Bd. 44. H. 6. 2018 S. 1687 - 1691
Graessle, Carmen; Hinze, Michael
POD reduced-order modeling for evolution equations utilizing arbitrary finite element discretizationsADVANCES IN COMPUTATIONAL MATHEMATICS. Bd. 44. H. 6. 2018 S. 1941 - 1978