Articles


26. M. Durea, R. Strugariu, Vectorial penalization for generalized functional constrained problems, Journal of Global Optimization, online first, DOI:10.1007/s10898-017-0505-1.
25. M. Durea, M. Pantiruc, R. Strugariu, A new type of directional regularity for mappings and applications to optimization, SIAM Journal on Optimization, accepted.
24. M. Durea, R. Strugariu, C. Tammer, On some methods to derive necessary and sufficient optimality conditions in vector optimization, Journal of Optimization Theory and Applications, online first, DOI:10.1007/s10957-016-1059-y.
23. M. Durea, R. Strugariu, Generalized penalization and maximization of vectorial nonsmooth functions, Optimization, 66 (2017), 903-915.
22. M. Durea, M. Pantiruc, R. Strugariu, Minimal time function with respect to a set of directions: basic properties and applications, Optimization Methods and Software, 31 (2016), 535-561.
21. M. Durea, R. Strugariu, Metric subregularity of composition set-valued mappings with applications to fixed point theory, Set-Valued and Variational Analysis, 24 (2016), 231-251.
20. M. Durea, R. Strugariu, C. Tammer, On set-valued optimization problems with variable ordering structure, Journal of Global Optimization, 61 (2015), 745-767.
19. M. Apetrii, M. Durea, R. Strugariu, A new penalization tool in scalar and vector optimizations, Nonlinear Analysis: Theory, Methods and Applications, 107 (2014), 22-33.
18. N. Apreutesei, G. Dimitriu, R. Strugariu, An optimal control problem for a two-prey and one-predator model with diffusion, Computers & Mathematics with Applications, 67 (2014), 2127–2143.
17. M. Durea, V. N. Huynh, H. T. Nguyen, R. Strugariu, Metric regularity of composition set-valued mappings: Metric setting and coderivative conditions, Journal of Mathematical Analysis and Applications, 412 (2014), 41–62.
16. M. Durea, R. Strugariu, Scalarization of constraints system in some vector optimization problems and applications, Optimization Letters, 8 (2014), 2021-2037.
15. M. Durea, R. Strugariu, C. Tammer, Scalarization in geometric and functional vector optimization revisited, Journal of Optimization Theory and Applications, 159 (2013), 635-655.
14. M. Durea, H. T. Nguyen, R. Strugariu, Metric regularity of epigraphical multivalued mappings and applications to vector optimization, Mathematical Programming, Serie B, 139 (2013), 139-159.
13. M. Durea, R. Strugariu, Chain rules for linear openness in general metric spaces and applications, Mathematical Programming, Serie A, 143 (2014), 147-176.
12. M. Durea, R. Strugariu, Calculus of tangent sets and derivatives of set-valued maps under metric subregularity conditions, Journal of Global Optimization, 56 (2013), 587-603.
11. M. Apetrii, M. Durea, R. Strugariu, On Subregularity Properties of Set-Valued Mappings. Applications to Solid Vector Optimization, Set-Valued and Variational Analysis, 21 (2013), 93–126.
10. M. Durea, R. Strugariu, Chain rules for linear openness in general Banach spaces, SIAM Journal on Optimization, 22 (2012), 899–913.
9. M. Durea, R. Strugariu, Openness stability and implicit multifunction theorems: Applications to variational systems, Nonlinear Analysis: Theory, Methods and Applications, 75 (2012), 1246-1259.
8. M. Durea, R. Strugariu, On parametric vector optimization via metric regularity of constraint systems, Mathematical Methods of Operations Research, 74 (2011), 409-425.
7. M. Durea, R. Strugariu, Existence conditions for generalized vector variational inequalities, Annals of Operations Research, 191 (2011), 255-262.
6. R. Strugariu, M.D. Voisei, C. Zălinescu, Counter-Examples in Bi-duality, Triality and Tri-duality, Discrete and Continuous Dynamical Systems - Series A, 31 (2011), 1453-1468.
5. M. Durea, R. Strugariu, Optimality conditions in terms of Bouligand derivatives for Pareto efficiency in set-valued optimization, Optimization Letters, 5 (2011), 141-151.
4. M. Durea, R. Strugariu, Necessary optimality conditions for weak sharp minima in set-valued optimization, Nonlinear Analysis: Theory, Methods and Applications, 73 (2010), 2148-2157.
3. M. Durea, R. Strugariu, On some Fermat rules for set-valued optimization problems, Optimization, 60 (2011), 575-591.
2. M. Durea, R. Strugariu, Quantitative results on openness of set-valued mappings and implicit multifunction theorems, Pacific Journal of Optimization, 6 (2010), 533-549.
1. M. Durea, R. Strugariu, Some remarks on proximal point algorithm in scalar and vectorial cases, Nonlinear Functional Analysis and Applications, 2 (2010), 307-319.


Books


M. Durea, R. Strugariu, An Introduction to Nonlinear Optimization Theory, De Gruyter Open, 2014.


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