Univ.-Prof. Dr. rer. nat. Rainer Tichatschke
Mathematik, Universität Trier
- 0651/201-3481
- 0651/201-3952
Tichatschke, R.; Kaplan, A.; A., Seeger
Some results about proximal-like methodsLecture Notes in Economics and Mathematical Systems Recent Advances in Optimization. Bd. Lecture Notes in Economics and Mathematical Systems Recent Advances in Optimization. Berlin - heidelberg - New York: Springer 2006 S. 61 - 86
Kaplan, A.; Tichatschke, R.
Extended auxiliary problem principle to variational inequalities involving multi-valued operatorsOptimization. a journal of mathematical programming and operations research. Bd. 53. H. 3. Reading [u.a]: Taylor & Francis 2004 S. 223 - 252
Kaplan, A.; Tichatschke, R.
Extended auxiliary problem principle using Bregman distancesOptimization. a journal of mathematical programming and operations research. Bd. 53. H. 5. Reading [u.a]: Taylor & Francis 2004 S. 603 - 624
Kaplan, A.; Tichatschke, R.
Interior Proximal Method for Variational Inequalities: Case of Nonparamonotone OperatorsSet-valued analysis. an international journal devoted to the theory of multifunctions and its applications. Bd. 12. H. 4. Dordrecht [u.a.]: Kluwer Academic Publ. 2004 S. 357 - 382
Kaplan, A.; Tichatschke, R.
On inexact generalized proximal methods with a weakened error tolerance criterionOptimization. a journal of mathematical programming and operations research. Bd. 53. H. 1. Reading [u.a]: Taylor & Francis 2003 S. 3 - 18
Tichatschke, R.; Sachs, E.W.
System Modelling and Optimization XXTichatschke, R.; Sachs, E.W. (Hrsg). IFIP TC7 20th Conference on System Modeling and Optimization, July 23-27, 2001, Trier, Germany. Kluwer Academic Publ. 2003
Tichatschke, R.; Kaplan, A.
A general view on proximal point methods to variational inequalities in Hilbert spaces - Iterative regularization and approximationJ. Nonlinear and Convex Analysis. Bd. J. Nonlinear and Convex Analysis. Yokohama Publ. 2002 S. 305 - 332
Kaplan, Alexander; Tichatschke, Rainer
Convergence analysis of non-quadratic proximal methods for variational inequalities in Hilbert spacesJournal of global optimization. an international journal dealing with theoretical and computational aspects of seeking global optima and their applications in science, management and engineering. Bd. 22. H. 1. Dordrecht: Kluwer 2002 S. 119 - 136
Tichatschke, R.; Kaplan, A.; Voetmann, T. et al.
Numerical treatment of an asset price model with non-stochastic uncertaintyTOP. Bd. TOP. 2002 S. 1 - 50
Tichatschke, R.; Kaplan, A.
Proximal-based regularization methods and a successive approximation of variational inequalities in Hilbert spacesControl and Cybernetics. Bd. Control and Cybernetics. 2002 S. 521 - 544