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1. Vector Variational Inequality And Vector Optimization In Locally Convex Topological Vector Spaces
2. On The Study Of Many Problems About Supper Efficiency Solution And Strong Efficiency Solution For Set-Valued Optimization Problems
3. Study On Optimality Conditions Of Set-valued Optimization Problems
4. Second-order Optimality Conditions For Set-valued Optimization Problems
5. Some New Characterizations Of Strictly Efficient Element For Set-valued Optimization Problems
6. Optimality Conditions For Vector Equilibrium Problems And Well-posedness For Parametric Weak Vector Equilibrium Problems
7. The New Description Of Super Efficient Solutions And Henig Efficient Solutions
8. Generalized Cone-Arcwise Connected Set-valued Mapping And Applications
9. Some Second-order Characterizations For Benson Proper Efficient Solutions Of Set-valued Optimization
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