New Farkas-type constraint qualifications in convex infinite programming N Dinh, MA Goberna, MA López, TQ Son
ESAIM: Control, Optimisation and Calculus of Variations 13 (3), 580-597, 2007
145 2007 ε -Optimality and ε -Lagrangian Duality for a Nonconvex Programming Problem with an Infinite Number of ConstraintsTQ Son, JJ Strodiot, VH Nguyen
Journal of optimization theory and applications 141, 389-409, 2009
63 2009 ε -Mixed type duality for nonconvex multiobjective programs with an infinite number of constraintsTQ Son, DS Kim
Journal of Global Optimization 57, 447-465, 2013
45 2013 A new approach to characterize the solution set of a pseudoconvex programming problem TQ Son, DS Kim
Journal of computational and applied mathematics 261, 333-340, 2014
36 2014 Characterizations of solution sets of a class of nonconvex semi-infinite programming problems DS Kim, TQ Son
Journal of Nonlinear and Convex Analysis 12 (3), 429-440, 2011
29 2011 An approach to 𝜖-duality theorems for nonconvex semi-infinite multiobjective optimization problems DS Kim, TQ Son
Taiwanese Journal of Mathematics 22 (5), 1261-1287, 2018
28 2018 Optimality conditions for approximate Pareto solutions of a nonsmooth vector optimization problem with an infinite number of constraints TQ Son, N Van Tuyen, CF Wen
Acta Mathematica Vietnamica 45 (2), 435-448, 2020
26 2020 Characterizations of optimal solution sets of convex infinite programs TQ Son, N Dinh
Top 16 (1), 147-163, 2008
26 2008 Weak stability and strong duality of a class of nonconvex infinite programs via augmented Lagrangian TQ Son, DS Kim, NN Tam
Journal of Global Optimization 53, 165-184, 2012
10 2012 -Optimal Solutions in Nonconvex Semi-Infinite Programs with Support Functions DS Kim, TQ Son
Fixed Point Theory and Applications 2011, 1-13, 2011
6 * 2011 Approximate optimality conditions and duality for convex infinite programming problems N Dinh, TQ Son
Science and Technology Development Journal 10 (12), 29-38, 2007
5 2007 Weak-subdifferentials for vector functions and applications to multiobjective semi-infinite optimization problems TQ Son, CF Wen
Applicable Analysis 99 (5), 840-855, 2020
4 2020 On approximate KKT optimality conditions for cone-constrained vector optimization problems N Van Tuyen, YX Xiao, TQ Son
Journal of Nonlinear and Convex Analysis 21 (1), 105-117, 2020
4 2020 On a duality scheme in linear fractional programming TQ Son
Nonlinear analysis forum 11 (2), 137, 2006
4 2006 An approach to characterizing -solution sets of convex programs NV Tuyen, CF Wen, TQ Son
Top 30 (2), 249-269, 2022
3 2022 Some new properties of the Lagrange function and its applications DS Kim, TQ Son
Fixed Point Theory and Applications 2012, 1-7, 2012
3 2012 On AKKT optimality conditions for cone-constrained vector optimization problems N Van Tuyen, YB Xiao, TQ Son
arXiv preprint arXiv:1902.07416, 2019
2 2019 A note on a dual scheme of a linear fractional programming problem TAQ SON, H KHOA
Journal of Nonlinear Analysis and Optimization: Theory & Applications (JNAO …, 2017
2 2017 Refinements of -Duality theorems for a Nonconvex Problem with an Infinite Number of Constraints TQ Son
Journal of Nonlinear Analysis and Optimization: Theory & Applications (JNAO …, 2013
2 2013 A dual scheme for solving linear countable semi-infinite fractional programming problems TQ Son, DS Kim
Optimization Letters, 1-14, 2022
1 2022