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2. Second-Order Optimality Conditions for Vector Problems with Continuously Fréchet Differentiable Data and Second-Order Constraint Qualifications.
3. Expected Residual Minimization Method for Stochastic Variational Inequality Problems.
4. Revisiting Some Duality Theorems via the Quasirelative Interior in Convex Optimization.
5. Reduced Vertex Set Result for Interval Semidefinite Optimization Problems.
6. A Note on Optimality Conditions for Multi-objective Problems with a Euclidean Cone of Preferences.
7. Isolated and Proper Efficiencies in Semi-Infinite Vector Optimization Problems.
8. Optimality Conditions for Vector Optimization Problems.
9. Generalized Motzkin Theorems of the Alternative and Vector Optimization Problems.
10. Multicriteria Approach to Bilevel Optimization.
11. Some Applications of a Polynomial Inequality to Global Optimization.
12. Strong Duality for Generalized Convex Optimization Problems.
13. A Shape Optimization Algorithm for Interface Identification Allowing Topological Changes.
14. Dual Averaging with Adaptive Random Projection for Solving Evolving Distributed Optimization Problems.
15. Convergence of Solutions of a Set Optimization Problem in the Image Space.
16. Constrained Optimization: Projected Gradient Flows.
17. Complexity Results for Some Global Optimization Problems.
18. Approximation Schemes for Functional Optimization Problems.
19. Variational Sets of Multivalued Mappings and a Unified Study of Optimality Conditions.
20. Optimality Criteria for Nonsmooth Continuous-Time Problems of Multiobjective Optimization.
21. Novel Algorithms for Noisy Minimization Problems with Applications to Neural Networks Training.
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