Univ.-Prof. Dr. rer. nat. Rainer Tichatschke
Mathematik, Universität Trier
- 0651/201-3481
- 0651/201-3952
Rotin, S.; Tichatschke, Rainer
Regularisierte Strafmethoden für inkorrekt gestellte Kontrollprobleme mit linearen ZustandsgleichungenTrier: FB 4, Mathematik-Informatik, Univ. 1998 39 S. (Trierer Forschungsberichte ; 98-02)
Tichatschke, R.; Kaplan, A.; Gritzmann, P. et al.
Multi-step Proximal methods for variational inequalities with monotone operatorsGritzmann, P.; Horst, R.; Sachs, E.; Tichatschke, R. (Hrsg). Recent Advances in Optimization. Springer Verlag 1997 S. 138 - 153
Kaplan, A.; Tichatschke, R.
On the Numerical Treatment of a Class of Semi-Infinite Terminal ProblemsOptimization. a journal of mathematical programming and operations research. Bd. 41. H. 1. Reading [u.a]: Taylor & Francis 1997 S. 1 - 36
Kaplan, Alexander; Tichatschke, Rainer
Prox-regularization and solution of ill-posed elliptic variational inequalitiesAplikace matematiky. Bd. 42. H. 2. Praha: Akademia 1997 S. 111 - 146
Sachs, E.
Recent Advances in OptimizationSachs, E. (Hrsg). Springer 1997
Kaplan, A.; Tichatschke, Rainer
Regularized penalty method for parabolic optimal control problemsTrier: Univ., Fachbereich Mathematik, Informatik 1997 23 S. (Forschungsbericht ; 97-10)
Tichatschke, R.; Kaplan, A.; Hettich, R.
Regularized Penalty Methods for Ill-Posed Optimal Control with Elliptic Equations, (Part I: Distributed control with bounded control set and state constraints)Control and Cybernetics. Bd. Control and Cybernetics. 1997 S. 5 - 27
Tichatschke, R.; Kaplan, A.; Hettich, R.
Regularized Penalty Methods for Ill-Posed Optimal Control with Elliptic Systems, (Part II: Distributed and boundary control, unbounded control set)Control and Cybernetics. Bd. Control and Cybernetics. 1997 S. 29 - 43
Kaplan, A.; Tichatschke, Rainer
Stable methods for variational inequalities with set-valued monotone operatorsTrier: Univ., Fachbereich Mathematik, Informatik 1997 26 S. (Forschungsbericht ; 97-07)
Levitin, Evgenij S.; Tichatschke, Rainer
A branch and bound approach for solving a class of generalized semi-infinite programming problemsTrier: Fachbereich IV, Mathematik, Informatik, Univ. 1996 19 S. (Trierer Forschungsberichte ; 96-34)
Levitin, Evgenij S.; Tichatschke, Rainer
On smoothing of generalized max-functions via e-regularizationTrier: Univ., Fachbereich Mathematik, Informatik 1996 14 S. (Forschungsbericht ; 96-14)
Tichatschke, R.; Kaplan, A.
Non-quadratic proximal regularization with application to variational inequalities in Hilbert spacesS. pp. 20
Tichatschke, R.; Kaplan, A.; Voetmann, T. et al.
Numerical solution of control problems under uncertainty and perturbation of input data with applications in financeS. pp. 38