 HDR (Habilitation a Diriger des Researches): University of Limoges, France, 2010.
 PhD: Hanoi Institute of Mathematics, 1994.
 M.Sc (Dynamical systems): Mathematical Research Institute, University of Utrecht, The Netherlands, June 1993.
 M.Sc (Mathematics): HanoiUniversity of Pedagogy I, 1985.
 Bachelor: Department of Mathematics, College of Education, HueUniversity, 1980.
 Senior Lecturer: 1995
 Associate Professor: 2002
 Professor: 2019
 Senior lecturer, Department of Mathematics, University of Pedagogy, Hue University, Hue city, Vietnam (September 1980  June 2001)
 Associate Professor, Department of MathematicsInformatics, Ho Chi Minh City University of Pedagogy (June 2001  June 2005
 Head of Department of International Relations, Ho Chi Minh City University of Pedagogy (June 2005  February 2006)
 Department of Mathematics, International University, Vietnam National UniversityHo Chi Minh city (March 2006 – present). Head of Dept. of Math. from 2013 to 2017
 Grant for shortterm advanced research: Hanoi Institute of Mathematics: October to December, 2000.
 Postdoctoral Fellowship from the Korea Science and Engineering Foundation (KOSEF), Feb., 2002 to Feb., 2003 (Pukyong National University, Korea).
Projects
 Extended scalar/vector Farkastype results with applications to optimization. Project type B from Vietnam National University  HoChiMinh city, code: B20192802, 20192020.
 Some topics on systems with uncertainty and robust optimization. NAFOSTED, 101.012018.310, 20192020.
 Some extensions of Farkas lemmas with applications to optimization. NAFOSTED, 101.012015.27, 20162018
 A new approach to some classes of optmization problems. Vietnam National UniversityHCM city, 2015 2017.
 Head of the project: “Some Farkastype results and nonlinear optimization”, NAFOSTED Vietnam, 2012  2013.
 Head of the project “Characterizations of convex/nonconvex inequalities with applications to optimization theory”, Vietnam National UniversityHCM city, 2011 2012.
 Head of the project “On DC and bilevel optimization problems”, Vietnam National UniversityHCM city, 2010.
 Head of the project “Qualitative study of some classes of single and multiobjective optimization problems with infinitely many constraints”, Vietnam National UniversityHCM city, 2009.
 Head of the project “On the study of some classes of optimization problems with DC functions and applications”, Ministry of Education and Training, 2008.
 Head of the project “Dual constraint qualifications and its applications to optimization theory” , Ministry of Education and Training, 2007.
 Head of the project “Farkastype results for nonconvex systems ans its applications to optimization theory”, International University, Vietnam National UniversityHo Chi Minh city, 2006.
 Head of the project CS.2005.23.77: “Extended version of Farkas lemma for systems involving reverseconvex constraints and applications” (20052006), Ho Chi Minh city University of Pedagogy, Vietnam.
 CoHead of the National Basic Research Project 1.1.10/98: “Optimal algorithms and applications” (19982000) (with Dr. H.T. Phung, Hue University).
Member of some projects
 Rough Analysis and Scientific Computing (National Foundation for Sciences & Technology Development, NAFOSTED, Vietnam, 20102011; Head: Prof. Dr.Sc. Hoang Xuan Phu),
 Rough analysis and its applications (National Basic Research Project, Hanoi Institute of Mathematics, 20062007, 20082009; Head: Prof. Dr.Sc. Hoang Xuan Phu),
 Existence of optimal solutions for some classes of problems in nonlinear analysis (B2005.23.68; Ministry of Sciences, Technology, and Environment, 20052006, Head: Assoc. Prof. Le Hoan Hoa, HCM City Univ. of Pedagogy),
 Rough analysis and its applications (National Basic Research Project, Hanoi Institute of Mathematics, 20032005 (National Basic Research Project, Hanoi Institute of Mathematics, Head: Prof. Dr.Sc. Hoang Xuan Phu),
 Analysis of nonsmooth maps and its application to optimal control theory and optimization (National Basic Research Project, Hanoi Institute of Mathematics, 19982002, Head: Prof. Dr.Sc. Pham Huu Sach),
 Theory of dynamical systems (National Basic Research Project, National Center of Science and Technology of Vietnam, 19931995, Head: Prof. Dr.Sc. Nguyen Khoa Son),
 Methods of analysis of setvalued maps in nonsmooth optimization and in dynamical system (National Basic Research Project, Hanoi Institute of Mathematics, 19921995).
Conferences
 Member of Organizing Committee of International Conference in Mathematics and Applications, ICMA 2011, VNUHCMC, December, 2011.
 Member of Organizing Committee of Workshop on Optimization and Scientific Computing, Hanoi Institute of Mathematics, Ba vi (Vietnam), April 2009; April, 2010; April 2011, April 2012, April 2013.
 Member of Scientific Committee of the 8^{th} International School/Workshop on Optimization and Its Applications, Nhatrang (Vietnam), March 13, 2010.
 Member of Organizing Committee of Workshop on Optimization and Scientific Computing, Hanoi Institute of Mathematics, Ba vi (Vietnam), April, 2008.
 Member of Scientific Committee of The 6^{th} CUD Spring School on Optimization and Applied Mathematics, Hanoi, July, 2008.
 Member of Organizing Committee of Workshop on Optimization and Scientific Computing, Hanoi Institute of Mathematics, Ba vi (Vietnam), April, 2007.
 Member of Scientific Committee of The 6^{th} CUD Spring School on Optimization and Applied Mathematics, Ho Chi Minh city, March 410, 2007.
 Member of Organizing Committee of Workshop on Optimization and Scientific Computing, Hanoi Institute of Mathematics, Ba vi (Vietnam), April 26  29, 2006.
 Member of Organizing Committee of Workshop on Optimization and Scientific Computing, Hanoi Institute of Mathematics, Hanoi, May 18  22, 2005.
 Member of Organizing Committee of Workshop on Optimization and Scientific Computing, Hanoi Institute of Mathematics, Hanoi, May 5  9, 2004.
 Member of Scientific Committee of The 4 VietnamKorea Workshop on Mathematical Optimization Theory and Applications, Ho Chi Minh city, February 18  20, 2004.
Participating and giving report/invited lectures
 The First KoreaJapan Joint Symposium on Nonlinear Functional Analysis and Convex Analysis, Kyongju, Korea August 25, 2002
 Conference on Operator Theory, Functional Analysis, and Finite Element Method, Bangkok, Auguat 28, 2003.
 The Fifth KoreaVietnam Joint Seminar on Mathematical Optimization Theory and Applications, Busan, Korea, February 811, 2006.
 International Symposium on Nonlinear Analysis and Optimization, Pukyong National University, Pusan, Korea, Feb. 1618, 2008.
 The sixth KoreaVietnam Joint Seminar on Mathematical Optimization Theory and Applications, Nhatrang, Vietnam, February, 2008.
 European Conference on Operations Research 23^{rd} (EURO XXIII), Bonn, July 59, 2009.
 International Conference in Mathematics and Applications, UEL, VNUHCMC, Dec. 2011.
 VMSSMF (VietnamFrance) Joint Congress, Hue (VN), August 2024, 2012.
Scientific visits
 Institute of Mathematics, University of Utrecht, The Netherlands: June to November 1993.
 Institute of Mathematics, University of Utrecht,The Netherlands: November 1994 to February 1995.
 Jean Monet University, SaintEtienne, France: January to May 1999.
 Hanoi Institute of Mathematics: October to December 2000 (a grand for short term advanced research).
 Pukyong National University, Pusan, Korea: February 2002 to February 2003 (Postdoctoral Fellowship from the Korea Science and Engineering Foundation).
 Mahidol University, Bangkok, Thailand: August 2003.
 School of Mathematics, University of New South Wales, Sydney, Australia: October to November 2003.
 Laboratory of Applied Mathematics, University of PAU, France: May June, 2004.
 Center for Interdiscipline Scientific Computing, University of Heidelberg, Germany: August to September, 2004.
 Dept. of Operations Research and Statistics, University of Alicante, Spain: Oct., 2004.
 Department of Operation Research and Statistics, University of Alicante, Spain: December, 2005.
 Department of Applied Mathematics, Faculty of Sciences, Pukyong National University, Pusan, Korea: February, 2005.
 Laboratory of Applied Mathematics, University of PAU, France: September, 2006
 Dept. of Operation Research and Statistics, University of Alicante, Spain: June, 2007.
 Department of Mathematics, Faculty of Sciences, University of Namur, Belgium, JulyAugust, 2007.
 Department of Mathematics, Faculty of Sciences, Pukyong National University, Pusan, Korea: February 3 Feb.18, 2008.
 Department of Applied Mathematics, Faculty of Laboratory of Applied Mathematics, University of PAU, France: June, 2008.
 Dept. of Operation Research and Statistics, University of Alicante, Spain: July, 2008.
 Dept. of Mathematics, Faculty of Science, University of Namur, Belgium, August, 2008.
 Dept. of Operation Research and Statistics, University of Alicante, Spain: July, 2009.
 Department of Applied Mathematics, University of Metz, France, August, 2009.
 Centre de Recerca Matematica, Universitat Autonoma de Barcelona (UAB), Spain, September, 2010.
 Dept. Math., University of Limoges, September, 2010.
 Dept. of Operation Research and Statistics, University of Alicante, Spain: October, 2012. Dept. of Operation Research and Statistics,
 University of Alicante, Spain: September 2015; JuneJuly 2016; February, 2018.
 Center for General Education, China Medical University, Taiwan, JulyAugust, 2019.
For undergraduate students (College of Education, Hue University; Ho Chi Minh City University of Pedagogy; University of Natural Sciences, and International University, VNUHCM):
 Calculus I, II; Engineering Mathematics; Mathematics for Biotechnology;
 Operations research;
 Theory of measure and integration; Functional analysis;
 Elements of convex analysis and theory extremal problems.
 Optimization 2
 Decision making
For postgraduate students (College of Education, HueUniversity; Ho Chi Minh City University of Pedagogy; University of Natural Sciences):
 Modern analysis I, II;
 Variational and optimal control problems;
 Advanced Functional Analysis;
 Variational and optimal control problems (solving methods and existence);
 Nonlinear programming;
 modern convex programming.
M.Sc. thesis supervisor: 8 students.
Ph.D. thesis supervisor
 Ta Quang Son (PhD, 2009)
 Phan Tu Vuong (PhD, 2014)
 Tran Hong Mo (PhD, 2015)
 Dang Hai Long (PhD, 2022)
Classical guitar music.
 Methods for solving optimal control problems with phases restrictions,
 Existence for variational and optimal control problems in the absence of convexity,
 Farkas lemmas for convex and nonconvex systems and applications,
 Theory of general optimization problems: optimality, duality, stability and wellposedness (convex, nonconvex, nonsmooth problems).
 Variational inequalities and equilibrium problems: optimality conditions and duality
 Robust Farkas lemmas and robust convex/nonconvex optimization.
 N. Dinh and H.X. Phu, Solving a class of regular optimal control problems with state constraints by the Method of Orienting Curves, Optimization, 25, 1992, pp. 231  247.
 N. Dinh and H.X. Phu, Solving a class of optimal control problems which are linear in the control variable by the Method of Orienting Curves, Acta Mathematica Vietnamica, 17, 1992, pp. 115  134.
 N. Dinh and H.X. Phu, Method of Orienting Curves and its application to an optimal control problem of a hydroelectric power plant. VN Journal of Mathematics, 20, 1992, pp. 40  53.
 N. Dinh, Solving a class of linear optimal control problems with several control variables by the Method of Orienting Curves. Optimization, 30, 1994, pp. 269  271.
 H.X. Phu and N. Dinh, Some remarks on the Method of Orienting Curves. Numerical Functional Analysis and Optimization, 16 (5& 6), 1995, pp. 755  763.
 E.J. Balder and N. Dinh, Some extensions of Berliocchi  Lasry theorem and extremum principles for classes of mathematical programming problems, VN Journal of Mathematics, 27 (1), 1999, pp. 23  31.
 N. Dinh and L.A. Tuan, Directional KuhnTucker conditions and duality for quasidifferentiable programs, Acta Mathematica Vietnamica, 28(1), 2003, 17  38.
 V. Jeyakumar, G.M. Lee, and N. Dinh, New sequential Lagrange multiplier conditions characterizing optimality without constraint qualification for convex programs, SIAM Journal on Optimization, 14(2),2003, 534  547.
 V. Jeyakumar, G.M. Lee, and N. Dinh, Lagrange multiplier conditions characterizing optimal solution sets of convex programs, Journal of Optimization Theory and Application, 123(1), 2004, 83  103.
 N. Dinh, V. Jeyakumar, and G.M. Lee, Sequential Lagrangian duality for abstract convex programs without regularity condition, Journal of Optimization Theory and Application, 123, No. 1, 2005, 85112.
 N. Dinh, G. M. Lee, and L. A. Tuan, Generalized Lagrange multipliers for nonconvex directionally differentiable programs. In Continuous Optimization: current trends and modern applications, Edts. V. Jeyakumar and B. M. Glover, Springer, (September) 2005.
 N. Dinh, M.A. Goberna, and M.A. Lopez, From linear to convex systems: Consistency, Farkas' lemma and applications, Journal of Convex Analysis, 13, No. 1, 2006, 133133.
 V. Jeyakumar, Z.Y. Wu, G.M. Lee, and N. Dinh, Liberating the subgradient optimality conditions from constraint qualifications, Journal of Global Optimization, 36, 2006, 127137.
 M.A. Goberna, V. Jeyakumar, and N. Dinh, Dual Characterizations of set containments with strict convex inequalities, Journal of Global Optimization, 34, 2006, 33  54.
 V. Jeyakumar, G.M. Lee, and N. Dinh, Characterization of solution sets of convex vector minimization problems, European Journal of Operational Research, 174, 2006, 1380 – 1395.
 N. Dinh, V. Jeyakumar, and G.M. Lee, Lagrange multiplier characterizations of solution sets of constrained pseudolinear optimization problems, Optimization, No. 3, 55, 2006, 241  250.
 N. Dinh, M.A. Goberna, M.A. Lopez, and T.Q. Son, New Farkas type constraint qualifications in convex infinite programming, ESAIM Control, Optimisation and calculus of Variations, Vol. 13, No. 3, 2007, 580597.
 N. Dinh, G. Vallet, and T.T.A. Nghia, Farkastype results and duality for DC programs with convex constraints, Journal of Convex Analysis, Vol. 15, No. 2, 2008, 235 – 262.
 N. Dinh, On qualification conditions and Farkas’ lemma: Generalization and applications. Proceeding of the Sixth VietnamKorea Joint Workshop, Feb. 2529, 2008, pp. 1 22 (Editors: V.N. Phat and D.S. Kim), Publishing House for Sciences and Technology, Hanoi, 2008.
 T.Q. Son, N. Dinh, Characterizations of solution sets of convex infinite problems, TOP, 16, 2008, 147 – 163.
 N. Dinh, B. Mordukhovich, and T.T.A. Nghia, Qualification and optimality conditions for DC programs with infinite constraints. Acta Mathematica Vietnamica, 34(1), 2009, 123 – 153.
 N. Dinh, B. Mordukhovich, and T.T.A. Nghia, Subdifferentials of value functions and optimality conditions for some classes of DC and bilevel infinite and semiinfinite programs. Mathematical Programming, Vol. 123, Issue 1 (2010), 101138.
 N. Dinh, J.J. Strodiot, V.H., Nguyen, Duality and Optimality Conditions for Generalized Equilibrium Problems Involving DC Functions. Journal of Global Optimization, Vol. 48, 2010, 183208.
 N. Dinh, T.T.A. Nghia, and G. Vallet, A closedness condition and its applications to DC programs with convex constraints. Optimization, Vol. 59, No. 4, 2010, 541560
 S.Dempe, N. Dinh, J. Dutta, Optimality conditions for a simple convex bilevel programming problem. In: Variational Analysis and generalized Differentiation in Optimization and Control. R.S. Burachik, JC Yao (eds.). Springer, Berlin, 2010.
 N. Dinh, M.A. Goberna, and M.A. Lopez, On the stability of the feasible set in mathematical programming. SIAM J. Optim., Vol. 20, No. 5, 2010, 22542280.
 N. Dinh, M.A. Lopez, M. Volle, Functional inequalities in the absence of convexity and lower semicontinuity with applications to optimization. SIAM J. Optim., Vol. 20, No. 5, 2010, 25402559.
 N. Dinh, M.A. Goberna, M.A. Lopez, M. Volle, Convex inequalities without constraint qualification nor closedness conditions and thẻi application in optimization. Setvalued and variational Analysis, Vol. 18, 2010, 423445.
 G.M. Lee, G.S. Kim, N. Dinh, Optimality conditions for approximate solutions of convex semiInfinite vector optimization problems optimality conditions for approximate solutions. In “Recent developments in vector optimization”. Eds.: Q.H. Ansari, J.C Yao, Springer, 2012, pp. 275295.
 N. Dinh, M.A. Goberna, M.A. Lopez, On the stability of the optimal value and the optimal set in optimization problems.Journal of Convex Analysis, Vol. 19 (4) (2012), 927953.
 N. Dinh, T.H. Mo, Qualification conditions and Farkastype results for systems involving composite functions, Vietnam Journal of Mathematics, Vol. 40 (4), 2012, 407 – 437.
 N. Dinh, Vallet G, and Volle M (2014) Functional inequalities and theorems of the alternative involving composite functions with applications. J. Global Optimization, 59 (2014) 837863
 N. Dinh, E. Ernst, M.A. Lopez, M. Volle (2014) An approximate HahnBanach theorem for positively homogeneous functions. Optimization (to appear) DOI: 10.1080/02331934.2013.864290 http://www.tandfonline.com/doi/abs/10.1080/02331934.2013.864290#.UrZnSyd6SSo
 N. Dinh, M.A. Goberna, M.A. Lopez, T.H. Mo (2014) From Farkas to HahnBanach theorem. SIAM J. Optim.,24 (2014) 678701.
 Dinh, V. Jeyalumar (2014), Farkas' Lemma: Three Decades of Generalizations for Mathematical Optimization. Top 22 (2014) 122.
 Dinh, V. Jeyalumar (2014), Rejoinder on Farkas' Lemma: Three Decades of Generalizations for Mathematical Optimization. Top 22 (2014) 4144.
 N. Dinh, E. Ernst, M.A. Lopez, M. Volle, An approximate HahnBanach theorem for positively homogeneous functions. Optimization. 64 (2015), no. 5, 1321–1328.
 N. Dinh, T.H. Mo, Generalizations of the HahnBanach theorem revisited, Taiwanese Journal of Mathematics, 19 (2015), no. 4, 12851304, DOI: 10.11650/tjm.19.2015.5046.
 N. Dinh, T.H. Mo, Farkas lemma for convex systems revisited and applications to sublinearconvex optimization problems. Vietnam J. Math. 43 (2015), no. 2, 297321.
 N. Dinh, M.A. Goberna, M.A. Lopez, T.H. Mo, Farkastype results for vectorvalued functions with applications. Journal of Optimization Theory and Applications, 173 (2017), 357390
 N. Dinh, M.A. Goberna, D.H. Long, M.A. Lopez, New Farkastype results for vectorvalued functions: The nonabstract approach. Journal of Optimization Theory and Applications, 182 (2019), 4  29.
 N. 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 (2017), 650  685.
 N. Dinh, D.H. Long, Complete characterizations of robust strong duality for robust vector optimization problems. Vietnam Journal of Mathematics (to appear, 2018).
 N. Dinh, M.A. Goberna, D.H. Long, M.A. Lopez, New Farkastype results for vectorvalued functions: The nonabstract approach. Journal of Optimization Theory and Applications, 182 (2019), 4  29.
 M. J. Canovas, N. Dinh, D.H. Long, J. Parra, A Farkas lemma approach to calmness of linear inequality systems. Optimization Letters, 13, 2019, 295307.
 N. Dinh, M.A. Goberna, M.A. Lopez, T.H. Mo, Robust optimization revisited via robust vector Farkas lemmas. Optimization, 66 (No.6) (2017), 939963
 N. Dinh, T.H. Mo, G. Vallet, M. Volle, A unified approach to robust Farkastype results with applications to robust optimization problems. SIAM J. Optimization, 27 (2017), 1075110
 N. Dinh, M.A. Goberna, M.A. Lopez, M. Volle, Characterizations of robust and stable duality for linearly perturbed uncertain optimization problems. In: R. Burachik, G.Y. Li (Edts.) From analysis to visualization: A celebration of the life and legacy of Jonathan M. Borwein, Callagan, Springer, Australia, 2017.
 N. Dinh, M.A. Goberna, M.A. Lopez, M. Volle, Convexity and closedness in stable robust duality. Optimization Letters, 13, 2019, 325339.
 N. Dinh, M.A. Goberna, M. Volle, Duality for the Robust sum of functions. SetValued and Variational Analysis (2019, OnlineFirst)
 N. Dinh, D.H. Long, Sectional Convexity of Epigraphs of Conjugate Mappings with Applications to Robust Vector Duality. Acta Mathematica Vietnamica (to appear, 2019).
 N. Dinh, M.A. Goberna, M. Volle, Primaldual optimization condition for the robust sum of function with applications. Applied Mathematics and Optimization, 80 (2019) 643–664
 Nguyen Dinh, D.H. Long , J.C. Yao: Duality for Robust Linear Infinite Programming Problems Revisited. Vietnam Journal of Mathematics: 48 (2020), no. 3, 589–613
 N. Dinh, D.H. Long , T.H. Mo , J.C. Yao: Approximate Farkas lemmas for vector systems with applications to convex vector optimization problems. Journal of Nonlinear and Convex Analysis, Vol. 21, (2020), p. 12251246
 J. Canovas, Nguyen Dinh, D.H. Long , J. Parra: A new approach to strong duality for composite vector optimization problems. Optimization, 70(8), 2021, p. 16371672

Dinh, M.A. Goberna, M. Volle: Erratum to: Primaldual optimization conditions for the robust sum of functions with applications. Applied Mathematics and Optimization. 84 (2021), pages 49–50

N. Dinh, M.A. Goberna, D.H. Long , M. Volle: Duality for constrained robust sum optimization problems. Mathematical Programming, 189, pages271–297 (2021)

S. Dempe , N. Dinh, J. Dutta , T. Pendit: Simple bilevel programming and extensions. Mathematical Programming: 188, 2021, p. 227253
https://doi.org/10.1007/s1010702001509xDOI: 10.1080/02331934.2021.2017431.

Dinh, D.H. Long: New Representations of Epigraphs of Conjugate Mappings and Lagrange, FenchelLagrange Duality for Vector Optimization Problems. Optimization (online first).
DOI: 10.1080/02331934.2022.2031192

Dinh, M.A. Goberna, M.A. Lopez, M. Volle: Relaxed Lagrangian duality in convex infnite optimization: reducibility and strong duality. Optimization (online first).

N. Dinh, M.A. Goberna, M.A. Lopez, M. Volle: Relaxed Lagrangian duality in convex infinite optimization: Reverse strong duality and optimality. Journal of applied and numerical optimization, 4, 2022, 318.
DOI: 10.1007/s10957022020529.

Dinh and D.H. Long, A Perturbation Approach to Vector Optimization Problems: Lagrange and Fenchel–Lagrange Duality. Journal of Optimization Theory and Applications,2022, (online first).
https://doi.org/10.1007/s1122802200646z

Dinh, D.H. Long, M. Volle, Convex robust sum optimization problems with conic and set constraints: Duality and optimality conditions revisited. Setvalued and Variational Analysis, 2022, (Online first)
Internal reports/preprints  University’s Bulletins
 N. Dinh, Relaxation by way of Young measures for a class of nonconvex variational problems, Bulletin of Science and Education, Hue University of Education, 9/1996, pp. 53  58.
 N. Dinh, Relaxation and the existence of relaxed and chattering solutions for a class of optimal control problems without convexity assumptions. Bulletin of Science and Education, Hue University of Education, 3/1997, pp. 29  36.
 N. Dinh and L.A. Tuan, Necessary and sufficient optimality conditions for locally Lipschitz programs with equality constraints, The Hue University Journal of Research, No. 4, 2000, pp. 11 17 (in Vietnamese).
 N. Dinh and N.M. Nam, On weak stability by perturbations of an optimization problem, The Hue University Journal of Research, No. 10, 2002, pp. 2128 (in Vietnamese).
 V. Jeyakumar and N. Dinh, Avoiding duality gaps in convex semidefinite programming without Slater's condition, Applied Mathematics Research Report AMR04/6, 2004, School of Mathematics, University of New South Wales, Sydney, Australia (unpublished paper).
 V. Jeyakumar, N. Dinh, and G.M. Lee, A new closed cone constraint qualification for convex optimization. Applied Mathematics Research Report AMR04/8, 2004, School of Mathematics, University of New South Wales, Sydney, Australia (unpublished paper).
 N. Dinh, On results of Farkas type and its applications to convex optimization problems, Bulletin of Sciences, Ho Chi Minh City University of Pedagogy, 6, No. 40, 2005, 3  25 (in Vietnamese).
 N. Dinh and T.T.A, Nghia, Farkas lemma for systems involving convex and DCfunctions, Bulletin of Sciences, Ho Chi Minh City University of Pedagogy, 6, No. 40, 2005, 41  52 (in Vietnamese).
 V. Jeyakumar, W. Song, N. Dinh, and G.M. Lee, Stable strong duality in convex optimization, Applied Mathematics Research Report AMR05/22, 2005, School of Mathematics, University of New South Wales, Sydney, Australia (unpublished paper).
 N. Dinh and T.Q. Son, Approximate optimality conditions and duality for convex infinite programming problems. Journal of Science and Technology Development, Vietnam National UniversityHo Chi Minh city, 2008.
 N. Dinh and T. H. Mo, Farkastype results for nonconvex systems involving composite functions with applications, Scientific Journal (Dalat University), 3A (6/ 2012), 3240.
Textbooks and lecture notes
 Nguyen Trong Chien, Phan van Danh, Nguyen Dinh, Nguyen Hoang, and Hoang Tron, Activities in teaching mathematics in high school  Analysis (in Vietnamese, document for teachers in high school to update mathematical knowledge, period 1997  2000), Hue University of Pedagogy, 1999.
 Phan Van Danh, Nguyen Dinh, Le Van Hap, Nguyen Hoang, Problems in Higher mathematics: Analysis of functions of one variable (in Vietnamese). Publishing House of Education, Hanoi, 2003.
 N. Dinh and N. Hoang, Real Analysis (topology and theory of measures and integration) (in Vietnamese). Publishing House of Education, Hanoi, 1999.
 N. Dinh and N. N. Hai, Theorems and Problems in Real Analysis (in Vietnamese). Publishing House of Education, Hanoi, 1999.
 Phan Van Danh, Nguyen Dinh, Le Van Hap, Nguyen Hoang, and Le V. Ngu, Higher Mathematics II: Analysis of functions of one variable (in Vietnamese). Publishing House of Education, Hanoi, 1998.
 N. Dinh, Modern Analysis I (in Vietnamese, Lecture for Master students), Hue University of Pedagogy, 1997.
Conference reports (selected)
 N. Dinh (invited lecture), Generalized Lagrange multipliers for nonconvex optimization. The First KoreaJapan Joint Symposium on Nonlinear Functional Analysis and Convex Analysis, Kyongju, Korea, August 25, 2002.
 N. Dinh, Generalized conditions and duality for nonconvex optimization problems. Conference on Operator Theory, Functional Analysis, and Finite Element Method, Bangkok, August 28, 2003.
 N. Dinh, Sequential Lagrange multiplier conditions characterizing optimality without constraint qualification for convex programs. Workshop on Optimization and Scientific Computing, HanoiQuangninh July 1418, 2003.
 N. Dinh (invited lecture) On results of Farkas type and applications. The 4^{th} VietnamKorea Workshop on Mathematical Optimization Theory and Applications, HoChiMinh city, February 1820, 2004.
 N. Dinh, From linear to convex systems: Consistency, Farkas lemma and applications. Workshop on Optimization and Scientific Computing, Hanoi, April 2024, 2005.
 N. Dinh (invited lecture), Farkastype results and constraint qualifications in convex infinite programming. The Fifth KoreaVietnam Joint Seminar on Mathematical Optimization Theory and Applications, Busan, February 811, 2006.
 N. Dinh, Approximate subdifferentials for a class of convex functions and applications. Workshop on Optimization and Scientific Computing, BaviHatay, April 2629, 2006.
 N. Dinh, A result on the stability of a class of parametric convex optimization problems, Workshop on Optimization and Scientific Computing, BaviHatay, May 1619, 2007.
 N. Dinh (invited lecture), On FarkasMinkovski constraint qualification and Farkas lemma: Generalization and applications, The 6^{th} CUD Spring School on Optimization and Applied mathematics, Ho Chi Minh city, March 410, 2007.
 N. Dinh (invited lecture), Duality for generalized equilibrium problems involving DC functions, International Symposium on Nonlinear Analysis and Optimization, Pukyong National University, Pusan, Korea, Feb. 1618, 2008.
 N. Dinh (invited lecture), Closedness conditions and Farkastype results: Generalizations and applications to convex and DC optimization problems, The sixth KoreaVietnam Joint Seminar on Mathematical Optimization Theory and Applications, Nhatrang, Vietnam, February, 2008.
 N. Dinh (invited lecture) Qualification conditions and the stability of convex optimization problems. Workshop on Optimization and Scientific Computing, Bavi, Hanoi, April 2225, 2009.
 N. Dinh, Qualification, optimality conditions and subdifferentials of optimal value functions for DC infinite and semiinfinite programs. European Conference on Operations Research 23^{rd} (EURO XXIII), Bonn, July 59, 2009.
 N. Dinh, Optimality conditions for a simple class of bilevel optimization problem. Workshop on Optimization and Scientific Computing, BaviHatay, April 2023, 2010.
 N. Dinh (invited lecture), Convex inequalities without constraint qualification nor closedness condition and their applications in optimization. The 8^{th} International Spring School/Workshop on Optimization and Its Applications, March 13, 2010, Nhatrang, Vietnam.
 N. Dinh, Stability of optimal values and optimal sets in optimization problems. Workshop on Optimization and Scientific Computing, BaviHatay, Hanoi, April 2024, 2011.
 N. Dinh (invited talk), Some new Farkastype results and their applications to optimization. International Conference in Mathematics and Applications, UEL, VNUHCMC, Dec. 2011.
 N. Dinh, Farkas lemma and HahnBanach theorem: Extensions and relations. Workshop on Optimization and Scientific Computing, BaviHatay, Hanoi, April 1821, 2012.
 N. Dinh, Some extensions of Farkas lemma and HahnBanach theorem. VMSSMF Joint Congress, Hue, August 2024, 2012.
 N. Dinh (joint with S. Dempe, J. Dutta), Optimality conditions for a simple MPEC problem. Workshop on Optimization and Scientific Computing, BaviHatay, Hanoi, April 2427, 2013.