Mathematisches Institut
FB 3: Mathematik /Naturwissenschaften / Universität Koblenz
- 0261/287-2303
- 0261/287-2301
Gong, Wei; Hinze, Michael; Zhou, Zhaojie
Finite Element Method and A Priori Error Estimates for Dirichlet Boundary Control Problems Governed by Parabolic PDEsJournal of Scientific Computing. Bd. 66. H. 3. New York, NY: Springer 2016 S. 941 - 967
Ahmad Ali, Ahmad; Deckelnick, Klaus; Hinze, Michael
Global minima for semilinear optimal control problemsComputational Optimization and Applications. Bd. 65. H. 1. New York, NY: Springer 2016 S. 261 - 288
Ullrich, Peter
Immanuel Lazarus Fuchs (1833-1902): Mathematiker des Monats September 2016Berlin: Berliner Mathematische Gesellschaft 2016
Ullrich, Peter
Karl Weierstraß and the theory of Abelian and elliptic functionsWolfgang König;Jürgen Sprekels (Hrsg). Karl Weierstraß (1815-1897): Aspekte seines Lebens und Werkes - Aspects of his Life and Work. Wiesbaden: Springer 2016 S. 143 - 163
Hinze, Michael; Quyen, Tran Nhan Tam
Matrix coefficient identification in an elliptic equation with the convex energy functional methodInverse Problems. Bd. 32. H. 8. Bristol: Institute of Physics Publishing 2016
Stollenwerk, Nico; Götz, Thomas; Mateus, Luis et al.
Modelling spatial connectivity in epidemiological systems, dengue fever in Thailand on networks from radiation modelsTheodore Simos; Charalambos Tsitouras (Hrsg). International Conference of Numerical Analysis and Applied Mathematics 2015 ICNAAM 2015; Volume 1738 C: Rhodes, Greece; 22-28 September, 2015. Bd. 1738. Melville, NY: American Institute of Physics 2016
Rockenfeller, Robert
On the application of mathematical methods in Hill-type muscle modeling: stability, sensitivity and optimal controlKoblenz: Universität Koblenz-Landau 2016
Garcke, Harald; Hinze, Michael; Kahle, Christian
Optimal control of time discrete two-phase flow governed by a diffuse interface modelProceedings in Applied Mathematics and Mechanics. Bd. 16. H. 1. Weinheim: Wiley 2016 S. 785 - 786
Garcke, Harald; Hecht, Claudia; Hinze, Michael et al.
Shape optimization for surface functionals in Navier-Stokes flow using a phase field approachInterfaces and Free Boundaries. Bd. 18. H. 2. Zürich: European Mathematical Society 2016 S. 219 - 261
Ullrich, Peter
The mathematics behind Jost Bürgi's method for calculating sine tablesProceedings in Applied Mathematics and Mechanics. Bd. 16. H. 1. Weinheim: Wiley 2016 S. 891 - 892