Thi Phong Nguyen
Thi Phong Nguyen
(Thi-Phong Nguyen) Assistant Professor, Mathematical Sciences
610 Cullimore Hall (CULM)
About Me
Thi Phong Nguyen studied for her PhD in Applied Mathematics at CMAP (Centre de Mathématiques Appliquées) at École Polytechnique, France. She held Postdoctoral Associate positions at Rutgers University, New Brunwick and University of Minnesota, Twins-cities, and Golomb Visiting Assistant Professor position at Purdue University, West Lafayette, before joining NJIT in 2022.
Education
Ph.D.; Ecole Polytechnique; Applied Mathematics; 2017
M.S.; Universit´e de Paris-Sud; PDEs and Scientific Computing; 2013
B.S.; Vinh University; Mathematics Education; 2010
M.S.; Universit´e de Paris-Sud; PDEs and Scientific Computing; 2013
B.S.; Vinh University; Mathematics Education; 2010
Office Hours
T: 1:00 PM - 3:00 PM
2024 Fall Courses
MATH 337 - LINEAR ALGEBRA
Past Courses
MATH 222: DIFFERENTIAL EQUATIONS
MATH 337: LINEAR ALGEBRA
MATH 656: COMPLEX VARIABLES I
MATH 337: LINEAR ALGEBRA
MATH 656: COMPLEX VARIABLES I
Research Interests
Inverse problems and imaging, direct and inverse scattering, numerical methods for PDEs, and scientific computing.
Journal Article
Nguyen, Thi Phong, & Cakoni, Fioralba , & Haddar, Houssem (2024). Fast imaging of local perturbations in a unknown bi-periodic layered medium. Journal of Computational Physics, 501(2024), 112773.
Nguyen, Thi Phong (2024). A regularization method for Caputo fractional derivatives in the Banach space L^{\infty}[0, T]. Numerical Algorithms, 95, 1033-1053.
Harris, Isaac , & Nguyen, Dinh-Liem, & Nguyen, Thi-Phong (2022). Direct sampling methods for isotropic and anisotropic scatterers with point source measurements. Inverse Problems and Imaging, 16(5), 1137-1162.
Le, Thuy T., & Nguyen, Loc H. , & Nguyen, Thi-Phong, & Powell, William (2021). The quasi-reversibility method to numerically solve an inverse source problem for hyperbolic equations. Journal of Scientific Computing, 87, 1-23.
Nguyen, Thi-Phong (2020). Differential Imaging of Local Perturbations in Anisotropic Periodic Media. Inverse Problems, 36, 034004.
Nguyen, Thi Phong (2024). A regularization method for Caputo fractional derivatives in the Banach space L^{\infty}[0, T]. Numerical Algorithms, 95, 1033-1053.
Harris, Isaac , & Nguyen, Dinh-Liem, & Nguyen, Thi-Phong (2022). Direct sampling methods for isotropic and anisotropic scatterers with point source measurements. Inverse Problems and Imaging, 16(5), 1137-1162.
Le, Thuy T., & Nguyen, Loc H. , & Nguyen, Thi-Phong, & Powell, William (2021). The quasi-reversibility method to numerically solve an inverse source problem for hyperbolic equations. Journal of Scientific Computing, 87, 1-23.
Nguyen, Thi-Phong (2020). Differential Imaging of Local Perturbations in Anisotropic Periodic Media. Inverse Problems, 36, 034004.
SHOW MORE
Nguyen, Thi-Phong, & Guzina, Bojan B. (2019). Generalized Linear Sampling Method for the inverse elastic scattering of fractures in finite solid bodies. Inverse Problems, 35, 104002.
Cakoni, Fioralba , & Haddar, Houssem, & Nguyen, Thi-Phong (2019). New Interior Transmission Prob- lem Applied to a Single Floquet-Bloch Mode Imaging of Local Perturbations in Periodic Media. Inverse Problems , 35, 015009.
Haddar, Houssem, & Nguyen, Thi-Phong (2017). Sampling methods for reconstructing the geometry of a local perturbation in unknown periodic layers. Computers and Mathematics with Applications, 74, 2831-2855.
Haddar, Houssem , & Nguyen, Thi-Phong (2016). A volume integral method for solving scattering problems from locally perturbed infinite periodic layers,. Applicable Analysis, 96, 130-158.
Nguyen, Dinh-Liem, & Nguyen, Thi-Phong (2015). Electromagnetic scattering by periodic structures with sign-changing coefficients. Comptes Rendus Mathematique, 353, 893-898.
Cakoni, Fioralba , & Haddar, Houssem, & Nguyen, Thi-Phong (2019). New Interior Transmission Prob- lem Applied to a Single Floquet-Bloch Mode Imaging of Local Perturbations in Periodic Media. Inverse Problems , 35, 015009.
Haddar, Houssem, & Nguyen, Thi-Phong (2017). Sampling methods for reconstructing the geometry of a local perturbation in unknown periodic layers. Computers and Mathematics with Applications, 74, 2831-2855.
Haddar, Houssem , & Nguyen, Thi-Phong (2016). A volume integral method for solving scattering problems from locally perturbed infinite periodic layers,. Applicable Analysis, 96, 130-158.
Nguyen, Dinh-Liem, & Nguyen, Thi-Phong (2015). Electromagnetic scattering by periodic structures with sign-changing coefficients. Comptes Rendus Mathematique, 353, 893-898.
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