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Hau T. Mai
Institution:
Industrial University of Ho Chi Minh City
Observed institutions:
Industrial University of Ho Chi Minh City,
Sejong University,
Ho Chi Minh City University of Technology and Engineering
ORCID:
0000-0002-1626-1681
Observed ORCID:
0000-0002-1626-1681
OpenAlex ID:
A5086962227
A machine learning-based surrogate model for optimization of truss structures with geometrically nonlinear behavior
2021
·
Hau T. Mai
, Joowon Kang
, et al.
·
Finite Elements in Analysis and Design
·
126
A novel deep unsupervised learning-based framework for optimization of truss structures
2022
·
Hau T. Mai
, Qui X. Lieu
, et al.
·
Engineering With Computers
·
64
A damage-informed neural network framework for structural damage identification
2023
·
Hau T. Mai
, Seunghye Lee
, et al.
·
Computers & Structures
·
40
Physics-informed neural energy-force network: a unified solver-free numerical simulation for structural optimization
2023
·
Hau T. Mai
, Dai D. Mai
, et al.
·
Engineering With Computers
·
40
A robust unsupervised neural network framework for geometrically nonlinear analysis of inelastic truss structures
2022
·
Hau T. Mai
, Qui X. Lieu
, et al.
·
Applied Mathematical Modelling
·
39
Optimum design of nonlinear structures via deep neural network-based parameterization framework
2022
·
Hau T. Mai
, Seunghye Lee
, et al.
·
European Journal of Mechanics - A/Solids
·
30
A robust physics-informed neural network approach for predicting structural instability
2022
·
Hau T. Mai
, Tam T. Truong
, et al.
·
Finite Elements in Analysis and Design
·
28
Physics-informed neural network for nonlinear analysis of cable net structures
2024
·
Dai D. Mai
, Tri Diep Bao
, et al.
·
Advances in Engineering Software
·
23
A force neural network framework for structural optimization
2025
·
Dai D. Mai
, Si T. Do
, et al.
·
Engineering Applications of Artificial Intelligence
·
12
An Improved Blind Kriging Surrogate Model for Design Optimization Problems
2022
·
Hau T. Mai
, Jaewook Lee
, et al.
·
Mathematics
·
9
PDF
A mesh-based neural energy solver for linear and nonlinear plane elasticity problems
2026
·
Si T. Do
, Hau T. Mai
, et al.
·
Engineering With Computers
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Works count:
11
Citation count:
411
H-index:
9
I10-index:
9
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