29 results on '"Tammer, Chr."'
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2. Maximal Point Theorems in Product Spaces and Applications for Multicriteria Approximation Problems
3. An Algorithm for Vectorial Control Approximation Problems
4. A Smooth Variational Principle for Vector Optimization Problems
5. Duality results for convex vector optimization problems with linear restrictions
6. Bounded sets of Lagrange multipliers for vector optimization problems in infinite dimension
7. Nuclear and Full Nuclear Cones in Product Spaces: Pareto Efficiency and an Ekeland Type Variational Principle
8. Exploitation of necessary and sufficient conditions for suboptimal solutions of multiobjective stochastic control problems
9. Duality results for convex vector optimization problems with linear restrictions
10. A unified approach for different concepts of robustness and stochastic programming via non-linear scalarizing functionals
11. Lagrange necessary conditions for Pareto minimizers in Asplund spaces and applications
12. Stability properties ofKKTpoints in vector optimization
13. A new ABB theorem in normed vector spaces
14. A Characterization of Approximate Solutions of Multiobjective Stochastic Optimal Control Problems
15. On the vectorial Ekeland's variational principle and minimal points in product spaces
16. Proximal Point Algorithm for an Approximated Stochastic Optimal Control Problem
17. Existence and proximal point algorithms for nonlinear monotone complementarity problems*
18. A New Minimal Point Theorem in Product Spaces
19. Purkert, W.: Brückenkurs Mathematik für Wirtschaftswissenschaftler. Stuttgart/Leipzig, B. G. Teubner Verlagsgesellschaft 1995. 436 S., 207 Abb., DM 44,–. ISBN 3-8154-2080-6
20. ∊-Variational inequalities in partially ordered spaces
21. εVariational inequalities for vector approximation problems
22. A New Maximal Point Theorem
23. Book reviews
24. A generalization of ekellandz’s variational principle
25. Stability properties of KKT points in vector optimization.
26. Duality results for convex vector optimization problems with linear restrictions.
27. Proximal Point Algorithm for an Approximated Stochastic Optimal Control Problem.
28. ϵ Variational inequalities for vector approximation problems.
29. ε-Variational inequalities in partially ordered spaces.
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