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Ho Chi Minh City University of Industry and Trade

Faculty of Applied Science

Monday, 03/08/2026 01:21:31

CV-DINH VINH HIEN

Dr. Dinh Vinh Hien

DINH VINH HIEN

PhD in Applied Mathematics

📧 Email: hiendv@huit.edu.vn

🏢 Faculty: Faculty of Applied Science

🏫 University: Ho Chi Minh City University of Industry and Trade (HUIT)

📍 Address: 3rd Floor, Building C, 140 Le Trong Tan St., Tay Thanh Ward, HCMC

Teaching Experience

⏱ Seniority: Since 1998

  • Advanced Mathematics (Calculus & Algebra)
  • Probability and Statistics
  • Mathematics for Economics
  • Design of Experiments
  • Linear Programming

Research Interests

  • Existence, stability, and well-posedness in Set Optimization
  • Multi-objective Optimization

Professional Experience

  • Teaching and researching in Applied Mathematics
  • Information Systems Analysis and Design

Research Projects

No. Project Title Year Level  Role Result
01 Nonlinear scalarization in set optimization with variable ordering structures 2025 Institutional Member Excellent
02 Stability of solutions for parametric vector quasi-equilibrium problems... 2024 Institutional PI Excellent
03 Stability conditions in multi-objective optimization and related issues (Nafosted) 2021 National Member Completed
04 Semicontinuity of solution mappings for vector equilibrium problem models... 2019 Institutional PI Excellent
05 Developing transaction management software for a beverage company 2013 Institutional Member  
06 Information system for management and warning of infectious diseases 2012 Institutional Member  
07 Quality control support software in biotechnology 2011 Institutional Member  
08 Technology for integrating web with databases and application software 2004 Institutional Member  
09 Information security mechanisms and data security strategies 2001 Institutional Member  
10 Designing database for internet access 2001 Institutional Member  

Scientific Publications (ISI/Scopus)

[1] Dinh Vinh Hien & Nguyen Le Hoang Anh (2025), "Existence of Solutions for Set Optimization Problems with Variable Ordering Structures", Journal of Optimization Theory and Applications (Q1).
[2] Dinh Vinh Hien & Nguyen Le Hoang Anh (2024), "Nonlinear scalarizations in set optimization with variable ordering structures...", Journal of Applied Mathematics and Computing (Q1).
[3] Lam Quoc Anh & Dinh Vinh Hien (2024), "Convergence of solutions to set optimization problems with variable ordering structures", Journal of Global Optimization (Q1).
[4] Lam Quoc Anh, Tran Quoc Duy & Dinh Vinh Hien (2020), "Well-posedness for the optimistic counterpart of uncertain vector optimization problems", Annals of Operations Research (Q1).
[5] Lam Quoc Anh, Tran Quoc Duy & Dinh Vinh Hien (2020), "Stability of efficient solutions to set optimization problems", Journal of Global Optimization (Q1).
[6] Lam Quoc Anh, ..., Dinh Vinh Hien, et al. (2020), "Convergence of Solutions to Set Optimization Problems with the Set Less Order Relation", Journal of Optimization Theory and Applications (Q1).
[7] Dinh Vinh Hien (2020), "Semicontinuity of solution mapping for parametric symmetric vector equilibrium problems with variable cones", AGU International Journal of Sciences.
[8] Lam Quoc Anh, Tran Quoc Duy & Dinh Vinh Hien (2019), "Stability for Parametric Vector Quasi-Equilibrium Problems With Variable Cones", Numerical Functional Analysis and Optimization (Q2).
[9] Lam Quoc Anh & Dinh Vinh Hien (2016), "On Well-Posedness for Parametric Vector Quasiequilibrium Problems with Moving Cones", Applications of Mathematics.

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