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Nguyen Van Tien
Observed names:
Nguyen Tien,
Tien NGUYEN,
Tien Nguyen Van
Institution:
Posts and Telecommunications Institute of Technology
Observed institutions:
FPT University,
Vietnam National University Ho Chi Minh City,
Vietnam National University, Hanoi,
Ho Chi Minh City University of Science,
Posts and Telecommunications Institute of Technology
ORCID:
0000-0002-0975-9131
Observed ORCID:
0000-0002-0975-9131
OpenAlex ID:
A5041803184
On an initial boundary value problem for fractional pseudo-parabolic equation with conformable derivative
2022
·
Huy Tuan Nguyen
, Nguyen Van Tien
, et al.
·
Mathematical Biosciences & Engineering
·
15
On Caputo fractional elliptic equation with nonlocal condition
2023
·
Tien NGUYEN
·
Advances in the Theory of Nonlinear Analysis and its Application
·
3
PDF
Inverse Source Problem for the Poisson Equation with Final and Integral Conditions
2025
·
Bui Duc Nam
, Tran Ngoc Thach
, et al.
·
Bulletin of the Malaysian Mathematical Sciences Society
·
2
Terminal value problem for nonlinear parabolic and pseudo-parabolic systems
2023
·
Ho Duy Binh
, Nguyen Van Tien
, et al.
·
Discrete and Continuous Dynamical Systems - S
·
2
PDF
Note on the convergence of fractional conformable diffusion equation with linear source term
2022
·
Tien NGUYEN
·
Results in Nonlinear Analysis
·
2
PDF
On the wave equation with conformable operator
2024
·
Nguyen Tien
·
Filomat
·
1
PDF
Global existence for nonlinear diffusion with the conformable operator using Banach fixed point theorem
2023
·
Ho Binha
, Nguyen Can
, et al.
·
Filomat
·
1
Sobolev-type fractional diffusion equations with memory-dependent Kirchhoff coefficient
2026
·
Tran Thanh Binh
, Le Thanh Cuong
, et al.
·
Computational and Applied Mathematics
The Continuity by Order Derivative for Conformable Parabolic Equations with Exponential Nonlinearity
2025
·
Binh Ho Duy
, Dinh Huy Nguyen
, et al.
·
Electronic Journal of Applied Mathematics
On the Convergence Result of the Fractional Pseudoparabolic Equation
2023
·
Nguyen Van Tien
, Reza Saadati
·
Journal of Mathematics
PDF
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Works count:
10
Citation count:
26
H-index:
2
I10-index:
1
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