2023
STUDY ON DECOULED PROJECTION METHOD FOR CAHN-HILLIARD EQUATION
G LEE, S LEE
JOURNAL OF THE KOREAN SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS 27 (4) 272-280 (2023)
Monte Carlo simulation of the coffee-ring effect on porous papers
Y Hwang, S Kim, C Lee, S Kwak, G Lee, J Kim
Theoretical and Computational Fluid Dynamics 37 (5) 627-637 (2023)
S Ham, S Kwak, C Lee, G Lee, J Kim
Journal of Scientific Computing 95 (2) 63 (2023)
Y Hwang, S Ham, C Lee, G Lee, S Kang, J Kim
Electronic Research Archive 31 (8), 4557-4578 (2023)
S Kwak, S Kang, S Ham, Y Hwang, G Lee, J Kim
Journal of Mathematics 2023 (1), 5527728 (2023)
2024
An operator splitting method for the Cahn–Hilliard equation on nonuniform grids
G Lee, S Kwak, Y Choi, S Lee, S Kang, S Ham, J Kim
Computers & Mathematics with Applications 167, 207-216 (2024)
Shape transformation on curved surfaces using a phase-field model
H Kim, S Kang, G Lee, S Yoon, J Kim
Communications in Nonlinear Science and Numerical Simulation 133, 107956 (2024)
Hybrid numerical method for the Allen–Cahn equation on nonuniform grids
H Kim, G Lee, S Kang, S Ham, Y Hwang, J Kim
Computers & Mathematics with Applications 158, 167-178 (2024)
Fast and efficient numerical method for solving the Allen–Cahn equation on the cubic surface
Y Hwang, J Yang, G Lee, S Ham, S Kang, S Kwak, J Kim
Mathematics and Computers in Simulation 215, 338-356 (2024)
2025
Allen–Cahn equation with matrix-valued anisotropic mobility in two-dimensional space
G Lee, S Lee
Computational and Applied Mathematics 44 (1), 122 (2025)
Unconditionally energy gradient stable numerical scheme for Cahn-Hilliard equation with high-order degenerate mobility
G Lee, S Lee,
Computers & Mathematics with Applications 196, 263-287 (2025)
A fourth-order finite difference method for the Allen–Cahn equation
S Ham, S Kang, Y Hwang, G Lee, S Kwak, J Kim
Journal of Computational and Applied Mathematics 453, 116159 (2025)
2026
G Lee, S Lee,
Computers & Mathematics with Applications 206, 1-15 (2026)
Thermodynamical Allen-Cahn equation with high-order polynomial free energy
G Lee, S Lee,
Communications in Computational Physics 40 (2), 327-359 (2026)
A convergent fourth-order finite difference scheme for the Black-Scholes equation
S Kang, S Kwak, G Lee, Y Hwang, S Ham, J Kim
Comutational Economics 67 (3), 2263-2276 (2026)
Submission
G. Lee, S. Lee, Efficient and spectrally accurate semi-implicit energy gradient stable method for multiphase projection model
G. Lee, S. Lee, Positive-preserving and Lyapunov energy stable scheme for classical Keller-Segel model
G. Lee, S. Park, S Lee, Data classification framework using phase-field models and its efficient scheme
G. Lee, S. Kang, Novel hybrid method for phase-field models based on neural ODE and exponential time integrator
G. Lee, S. Lee, Unconditionally energy gradient stable, linear scheme for tumor growth model using Cahn-Hilliard-Keller-Segel model
Awards
2023 Best Team Award, KSIAM-NIMS 산업수학문재해결 워크샵
Best Post Award, 2024 KMS Spring Meeting
Best Paper Award, 2025 NIMS
Scholarship
Scholarship for Academic Excellence (2020 Spring, Fall)
Teaching Assistant (2020 Fall)
Teaching Assistant (2021 Spring)
Scholarship for Academic Excellence (2021 Fall)
Research Assistantc (2021 Fall)
BK21FOUR - Scholarship for Graduate student (2022 Spring)
Teaching Assistant (2022 Spring)
Research Assistant (2022 Fall)
BK21FOUR - Scholarship for Graduate student (2023 Spring)
Teaching Assistant (2023 Spring, Fall)