CV-BUI DUC NAM
04/06/2026
BUI DUC NAM
PhD in Mathematical Analysis
📧 Email: nambd@huit.edu.vn
🏢 Faculty: Faculty of Applied Science
🏫 University: Ho Chi Minh City University of Industry and Trade (HUIT)
📍 Address: 140 Le Trong Tan St., Tay Thanh Ward, HCMC
Teaching Experience
⏱ Seniority: Since 2012
- Calculus and Applications in Economics
- Calculus and Applications in Engineering & Technology
- Linear Algebra and Applications in Economics
- Linear Algebra and Applications in Engineering & Tech
- Mathematics for Economics
- Probability and Statistics
- Numerical Methods
- Multivariate Statistics
Research Interests
- Integro-differential equations, partial differential equations
- Nonlinear analysis and numerical analysis
- Inverse problems
Professional Experience
- Full-time Lecturer, HUIT
- Visiting Lecturer at various universities
- Teaching and researching in Mathematics
Research Projects
Scientific Publications
[1] Bui Duc Nam, et al. (2022), "Asymptotic expansion of weak solutions for a viscoelastic nonlinear wave equation containing Balakrishnan-Taylor term", Journal of Science Technology and Food, ISSN: 0866-8132.
[2] Bui Duc Nam, et al. (2021), "On a system of nonlinear wave equations with the Kirchhoff-Carrier and Balakrishnan-Taylor terms", Mathematica Bohemica, ISSN: 0862-7959.
[3] Doan Thi Nhu Quynh, Bui Duc Nam, et al. (2021), "High-Order Iterative Scheme for a Viscoelastic Wave Equation and Numerical Results", Mathematical Problems in Engineering, ISSN: 1024-123X.
[4] Le Thi Phuong Ngoc, ..., Bui Duc Nam, et al. (2020), "Existence and exponential decay of the Dirichlet problem for a nonlinear wave equation with the Balakrishnan-Taylor term", Lithuanian Mathematical Journal, ISSN: 0363-1672.
[5] Nguyen Huu Nhan, Bui Duc Nam, et al. (2023), "Asymptotic expansion of solutions for the Robin-Dirichlet problem of Kirchhoff-Carrier type with Balakrishnan-Taylor damping", FILOMAT, ISSN: 0354-5180.
[6] Bui Duc Nam, et al. (2023), "On the Neumann-Dirichlet problem for a system of nonlinear viscoelastic equations of Kirchhoff type with Balakrishnan-Taylor term", Thu Dau Mot University Journal of Science, ISSN: 2615-9635.
[7] Bui Duc Nam, et al. (2023), "General decay estimate for a viscoelastic wave equation with Balakrishnan-Taylor damping and strong dissipation", ANAS Transactions Issue Mathematics, ISSN: 2306-2193.
[8] Bui Duc Nam, et al. (2023), "On inverse source problem for Sobolev equation with Mittag-Leffler kernel in L^r space", Bulletin of Mathematical Analysis and Applications, ISSN: 1821-1291.
[9] Bui Duc Nam, et al. (2023), "Regularity and convergent result of mild solution of Love equation", Discrete and Continuous Dynamical Systems - Series S, ISSN: 1937-1632.
[10] Bui Duc Nam, et al. (2023), "On terminal value problem for fractional superdiffusive of Sobolev equation type", Discrete and Continuous Dynamical Systems - Series S, ISSN: 1937-1632.
[11] Bui Duc Nam, et al. (2023), "On inverse source term for heat equation with memory term", Demonstratio Mathematica, ISSN: 2391-4661.
[12] Bui Duc Nam, et al. (2025), "Inverse source problem for the Poisson equation with final and integral conditions", Bulletin of the Malaysian Mathematical Sciences Society, ISSN: 2180-4206.
[13] Bui Duc Nam, et al. (2025), "General decay of solutions for a coupled system of Kirchhoff-Carrier-type viscoelastic wave equations with Balakrishnan-Taylor damping", Sahand Communications in Mathematical Analysis, ISSN: 2322-2807.
[14] Bui Duc Nam, et al. (2025), "Mild solutions to Love-type equations on R2", Electronic Journal of Differential Equations, ISSN: 0171-6691.
Books & Textbooks
Calculus and Applications in Engineering & Technology (2025)
HUIT | Co-author
HUIT | Co-author
Linear Algebra and Applications in Economics (2025)
HUIT | Co-editor
HUIT | Co-editor