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1
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Tran Van Su
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Necessary optimality conditions for second-order
local strict efficiency for constrained nonsmooth vector equilibrium problems
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Acta Mathematica Vietnamica
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Accepted
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2023
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ESCI+Scopus
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2
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Tran Van Su*, Do Van Luu
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Higher-order Karush–Kuhn–Tucker optimality
conditions for Borwein properly efficient solutions of multiobjective
semi-infinite programming
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Optimization - A Journal of Mathematical Programming and Operations
Research
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52
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2022
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SCIE
|
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3
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Tran Van Su*, Do Van Luu
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Higher-order efficiency conditions for
constrained vector equilibrium problems
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Optimization - A Journal of Mathematical Programming and Operations
Research
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71
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2022
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SCIE
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4
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Nguyen Thi Thu Thuy, Tran Van
Su*
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Robust optimality conditions and duality for
nonsmooth multiobjective fractional semi-infinite programming problems with
uncertain data
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Optimization - A Journal of Mathematical Programming and Operations
Research
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Online
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2022
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SCIE
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5
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Tran Van Su*, Dinh Dieu Hang
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Optimality and duality in nonsmooth
multiobjective fractional programming problem with constraints
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4OR - A Quarterly Journal of Operations Research
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20
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2022
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SCIE
|
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6
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Tran Van Su*, Dinh Dieu Hang
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On sufficiency and duality theorems for
nonsmooth semi-infinite mathematical programming problem with equilibrium
constraints
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Journal of Applied Mathematics and Computing
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68
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2022
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SCIE
|
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7
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Tran Van Su*, Do Van Luu
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Second-Order Optimality Conditions for Strict
Pareto Minima and Weak Efficiency for Nonsmooth Constrained Vector
Equilibrium Problems
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Numerical Functional Analysis and Optimization
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43
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2022
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SCIE
|
|
8
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Nguyen Thi Thu Thuy, Tran Van
Su*, Dang Hoang Linh
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Robust optimality conditions for multiobjective
programming problems under data uncertainty and its applications
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Optimization - A Journal of Mathematical Programming and Operations
Research
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Online
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2022
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SCIE
|
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9
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Tran Van Su
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Optimality and duality for nonsmooth
mathematical programming problems with equilibrium constraints
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Journal of Global Optimization
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Online
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2022
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SCIE
|
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10
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Tran Van Su
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Higher-Order Efficiency Conditions for
Continuously Directional Differentiable Vector Equilibrium Problem with
Constraints
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Bulletin of the Iranian Mathematical Society
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48
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2022
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SCIE
|
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11
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Dinh Dieu Hang, Tran Van Su*
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Optimality Conditions for Efficiency in Locally
Lipschitz Vector Equilibrium Problem with Constraints in Terms of
Michel–Penot’s Directional Derivatives
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Bulletin of the Iranian Mathematical Society
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48
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2022
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SCIE
|
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12
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Tran Van Su*, Nguyen Duc Hien
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Strong Karush–Kuhn–Tucker optimality conditions
for weak efficiency in constrained multiobjective programming problems in
terms of mordukhovich subdifferentials
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Optimization Letters
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15
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2021
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SCIE
|
|
13
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Tran Van Su*, Dinh Dieu Hang
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Second-Order Necessary and Sufficient Optimality
Conditions for Constrained Vector Equilibrium Problem with Applications
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Bulletin of the Iranian Mathematical Society
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47
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2021
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SCIE
|
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14
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Tran Van Su*, Dinh Dieu Hang
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Optimality conditions in terms of contingent
epiderivatives for strict local Pareto minima in vector optimization problems
with constraints
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Positivity
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25
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2021
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SCIE
|
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15
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Tran Van Su*, Dinh Dieu Hang
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Second-order optimality conditions for
efficiency in C1,1-smooth quasiconvex multiobjective programming
problem
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Computational and Applied Mathematics
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40
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2021
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SCIE
|
|
16
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Tran Van Su*, Dinh Dieu Hang
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Second-order optimality conditions in locally
Lipschitz multiobjective fractional programming problem with inequality
constraints
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Optimization - A Journal of Mathematical Programming and Operations
Research
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Online
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2021
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SCIE
|
|
17
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Do Van Luu, Tran Van Su*,
Nguyen Cong Dieu
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Second-Order Efficiency Conditions for Vector
Equilibrium Problems with Constraints via Contingent Epiderivatives
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Journal of Convex Analysis
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28
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2021
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SCIE
|
|
18
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Tran Van Su*, Dinh Dieu Hang,
Nguyen Cong Dieu
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Optimality conditions and duality in terms of
convexificators for multiobjective bilevel programming problem with
equilibrium constraints
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Computational and Applied Mathematics
|
40
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2021
|
SCIE
|
|
19
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Tran Van Su*, Nguyen Duc Hien
|
Studniarski's derivatives and efficiency
conditions for constrained vector equilibrium problems with applications
|
Optimization - A Journal of Mathematical Programming and Operations
Research
|
70
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2021
|
SCIE
|
|
20
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Tran Van Su
|
New second-order optimality conditions for
vector equilibrium problems with constraints in terms of contingent
derivatives
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Bulletin of the Brazilian Mathematical Society, New Series
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51
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2020
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SCIE
|
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21
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Tran Van Su*, Dinh Dieu Hang
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Duality results for interval-valued pseudoconvex
optimization problem with equilibrium constraints with applications
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Computational and Applied Mathematics
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39
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2020
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SCIE
|
|
22
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Dinh Dieu Hang*, Tran Van Su
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On optimality conditions for efficient solutions
in constrained vector equilibrium problems in terms of Studniarski’s
derivatives
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J. Nonlinear. Funct. Anal.
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2020
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2020
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ESCI+Scopus
|
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23
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Tran Van Su*, Nguyen Duc Hien
|
Necessary and sufficient optimality conditions
for constrained vector equilibrium problems using contingent hypoderivatives
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Optimization and Engineering
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21
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2020
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SCIE
|
|
24
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Tran Van Su*, Dinh Dieu Hang
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Closedness of the optimal solution sets for general vector alpha
optimization problems
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Closedness
of the optimal solution sets for general vector alpha optimization problems
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11
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2020
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Non-ISI
|
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25
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Tran Van Su
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Second-order efficiency conditions for C11- vector equilibrium problems in terms of
contingent derivatives and applications
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Journal of Nonlinear and Variational Analysis
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3
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2019
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SCIE
|
|
26
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Tran Van Su*, Dinh Dieu Hang
|
Optimality conditions for the efficient solutions of vector
equilibrium problems with constraints in terms of directional derivatives and
applications
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Bulletin of the Iranian Mathematical Society
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45
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2019
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SCIE
|
|
27
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Tran Van Su
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New Optimality
Conditions for Unconstrained Vector Equilibrium Problem in Terms of
Contingent Derivatives in Banach Spaces
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4OR - A Quarterly Journal of Operations Research
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16
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2018
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SCIE
|
|
28
|
Tran Van Su
|
A new optimality
condition for weakly efficient solutions of convex vector equilibrium
problems with constraints
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J. Nonlinear. Funct. Anal.
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7
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2017
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Non-ISI
|
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29
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Do Van Luu, Tran Van Su*
|
Contingent
derivatives and necessary efficiency conditions for vector equilibrium
problems with constraints
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Rairo operations research
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52
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2018
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SCIE
|
|
30
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Tran Van Su
|
Optimality
conditions for vector equilibrium problems in terms of contingent epiderivatives
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Numerical Functional Analysis and Optimization
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7
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2016
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SCIE
|
|
31
|
Tran Van Su
|
Optimality
conditions for weak efficient solution of vector equilibrium problem with constraints
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J. Nonlinear. Funct. Anal.
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4
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2016
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Non-ISI
|
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32
|
Tran Van Su
|
Second-order
optimality conditions for vector equilibrium problems
|
J. Nonlinear.
Funct. Anal.
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6
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2015
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Non-ISI
|
|
33
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Tran Van Su*, Than Van Dinh
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On the existence
of solutions of quasi-equilibrium problems (UPQEP), (LPQEP), (UWQEP) and
(LWQEP) and related problems
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Commun. Optim. Theory
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3
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2016
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Non-ISI
|
|
34
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Tran Van Su
|
On the existence
of solutions of general vector alpha optimization problem and its
applications
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Commun. Optim. Theory
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19
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2016
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Non-ISI
|
|
35
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Tran Van Su
|
On the existence
of solutions of general vector alpha quasi-optimization problem depending on
a parameter (I)
|
Commun. Optim. Theory
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12
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2016
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Non-ISI
|
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36
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Tran Van Su
|
Optimality conditions for weakly efficient
solution of vector equilibrium problem with constraints in terms of second-order
contingent derivatives
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Journal of Nonlinear Analysis and Optimization:
Theory & Applications
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7
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2016
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Non-ISI
|
|
37
|
Tran Van Su
|
Some properties of second-order contingent
epiderivatives and its applications to vector equilibrium problems
|
Commun. Optim. Theory
|
23
|
2017
|
Non-ISI
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