Nguyễn Định's Publications

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SCI journal papers (4) More...

1 Nguyen Dinh, M.A. Goberna , M.A. Lopez , M. Volle : A unifying approach to robust convex infinite optimization duality JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS 174: 650-685 (August 2017). [Pub ID : #3074]
2 Nguyen Dinh, M.A. Goberna, M.A. Lopez, T.H. Mo: Farkas-type results for vector-valued functions with applications JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS 173: 357 - 390 (July 2017). [Pub ID : #2673]
3 Nguyen Dinh, T.H. Mo , G. Vallet, M. Volle : A unified approach to optimality for some classes of robust optimization problems SIAM JOURNAL ON OPTIMIZATION 27(2): 1075 - 1101 (May 2017). [Pub ID : #2858]
4 Nguyen Dinh, T.H. Mo : Generalizations of the Hahn-Banach theorem revisited. Taiwanese Journal of Mathematics 19(4): 1285-1304 (August 2015). [Pub ID : #1961]

SCI-E journal papers (6) More...

1 Nguyen Dinh, M.A. Goberna, M.A. Lopez, T.H. Mo : Robust optimization revisited via robust vectorFarkas lemmas. OPTIMIZATION 66(6): 939 - 963 (May 2017). [Pub ID : #2672]
2 Nguyen Dinh, E. Ernst, M.A. Volle , M.A. Lopez: An approximate Hahn-Banach theorem for positively homogeneous functions. OPTIMIZATION 64(5): 1321-1328 (May 2015). [Pub ID : #1960]
3 Nguyen Dinh, G. Vallet, M. Volle : Functional inequalities and theorems of the alternative involving composite functions. JOURNAL OF GLOBAL OPTIMIZATION 59(4): 837-863 (August 2014). [Pub ID : #1667]
4 Nguyen Dinh, M.A. Goberna , M.A. Lopez, T.H. Mo : From the Farkas lemma to the Hahn-Banach theorem. SIAM JOURNAL ON OPTIMIZATION 24(2): 678-701 (February 2014). [Pub ID : #1666]
5 Nguyen Dinh, V. Jeyakumar : Rejoinder on: Farkas’ lemma: three decades of generalizations for mathematical optimization. Top 22(1): 41-44 (January 2014). [Pub ID : #1669]
6 Nguyen Dinh, V. Jeyakumar : Farkas’ lemma: three decades of generalizations for mathematical optimization. Top 22(1): 1-22 (January 2014). [Pub ID : #1668]

Non-ISI journal papers (1) More...

1 Nguyen Dinh, T.H. Mo : Farkas lemma for convex systems revisited and applications to aublinear-convex optimization problems. Vietnam Journal of Mathematics 43(2): 297-321 (June 2015). [Pub ID : #1959]

Domestic journal papers (3) More...

1 Nguyen Dinh, Tran Hong Mo : An approximate Hahn-Banach-Lagrange theorem Science & Technology Development Journal (VNU-HCMC) 19(6): 169-177 (December 2016). [Pub ID : #3103]
2 Nguyen Dinh, T.H. Mo: Asymptotic Farkas lemmas for convex systems Science and Technology Development (VNU-HCMC) 19(6): 160-168 (December 2016). [Pub ID : #2674]
3 Nguyen Dinh, T.H. Mo: Sequential Farkas lemmas for convex systems Science and Technology Development (VNU-HCMC) 17(4): 20-26 (May 2015). [Pub ID : #1980]

International conference papers (7) More...

1 Nguyen Dinh: A unified approach to robust Farkas-type results with applications.. Paper presented at Vietnam-Korea Workshop on Selected Topics in Mathematics. (February 2017). [Pub ID : #2848]
2 Dang Hai Long, Nguyen Dinh: A New approach to Optimality and Duality for Vector Optimization problems.. Paper presented at New trend in Optimization and Variational Analysis for Applications. (December 2016). [Pub ID : #2850]
3 Nguyen Dinh, Dang Hai Long : Complete Characterizations of Strong Duality in Robust Vector Programming.. Paper presented at New trend in Optimization and Variational Analysis for Applications. (December 2016). [Pub ID : #2849]
4 Nguyen Dinh: Weak efficient solutions for vector optimization problems via vector Farkas lemmas. Paper presented at Intenational Mathematical Conference "Summer meeting 2016", July 23-24, 2016, UNiversity of Science (HCMUS), VNU-HCMC. (July 2016). [Pub ID : #2677]
5 Nguyen Dinh: Some generalizations of the Farkas lemma and the Hahn-Banach theorem with applications. Paper presented at Summer meeting 2015. (August 2015). [Pub ID : #1979]
6 Nguyen Dinh: The Farkas lemma and the Hahn-Banach theorem: Extensions, Relations and applications. Paper presented at International Workshop and Summer School on Variational Analysis and Approximation Theory. (May 2014). [Pub ID : #1670]
7 Nguyen Dinh: Generalization of Farkas lemma and Hahn-Banach theorem. Paper presented at International conference on mathematical research, education and applications. UEL-VNU-HCMC, HoChiMinh city (Vietnam): (December 2013). [Pub ID : #1266]

Domestic conference papers (8) More...

1 M.J. Canovas, Nguyen Dinh, D.H. Long , J. Para : Farkas-type results for vector functional inequalities involving composite functions.. Paper presented at Hội thảo Tối ưu và Tính toán Khoa học 20-22/4/2017, Ba vì, Hà nội. (April 2017). [Pub ID : #3077]
2 Nguyen Dinh, N.D. Dung , D.H. Long : Some presentations of epigraphs of conjugate mappings with applications to vector equilibrium problems.. Paper presented at Hội thảo Tối ưu và Tính toán Khoa học 20-22/4/2017, Ba vì, Hà nội. (April 2017). [Pub ID : #2676]
3 Nguyen Dinh: Vector Farkas-type Results Characterizing Weak Solutions of Vector Optimization Problems. Paper presented at Hội thảo Tối ưu và Tính toán Khoa học lần thứ 14, 21-23/4/2016, Ba vì, Hà nội. (April 2016). [Pub ID : #2675]
4 Nguyen Dinh, T.H. Mo : Asymptotic versions of Farkas lemma and Hahn-Banach theorems. Paper presented at Hội thảo Tối ưu và Tính toán Khoa học lần thứ 13. (April 2015). [Pub ID : #1977]
5 Nguyen Dinh: A unified approach to optimality for some classes of robust optimization problems. Paper presented at Hội thảo Tối ưu và Tính toán Khoa học lần thứ 13. (April 2015). [Pub ID : #1976]
6 Nguyen Dinh, T.H. Mo : Farkas lemma for S-convex systems revisited and applications to sublinear-convex optimization problems. Paper presented at Workshop on Optimization and scientific computing, Ba vi, Hanoi, VN. (April 2014). [Pub ID : #1671]
7 Nguyen Dinh: From Farkas to Hahn-Banach theorem: asymptotic and non-asymptotic forms. Paper presented at Conference of Vietnam Association of Mathematics. Nha Trang, Vietnam: (August 2013). [Pub ID : #1268]
8 S. Dempe, Nguyen Dinh, J. Dutta: Optimality conditions for a simple MPEC problem. Paper presented at Hội thảo Tối ưu và Tính toán Khoa học. Ba vi, Ha noi: (April 2013). [Pub ID : #1269]