서울C 수학과 교수
이름 |
연구분야 |
---|---|
김명호 |
• Representation theory of quantum groups and related topics |
김세구 |
• Low dimensional topology |
김승일 |
• Numerical method for partial differential equations • High-order absorbing boundary conditions for time-harmonic wave propagation problems • Domain decomposition method |
박종도 |
• Complex analysis in one or several variables |
송경우 |
• Nonlinear partial differential equations arising from mixed type Maxwell-Chern-Simons equations in Gauge Theories • Nonlinear hyperbolic conservation laws • Nonlinear variational wave equations |
양효선 |
• Data approximation theory and scientific computation • Computational fluid dynamics • Algorithms for image processing |
이상준 |
• Extremal combinatorics: combinatorial number theory, extreme set theory, graph theory • Probabilistic combinatorics: random graphs, random integers |
이수준 |
• Quantum information theory • Quantum communication theory • Quantum algorithms |
이호 |
• Partial differential equations arising from the kinetic theory and the classical/quantum field theory • Existence of solutions, asymptotic behaviours, stability estimates • Various cosmological models coupled with kinetic equations |
한종민 |
• Nonlinear partial differential equations arsing from the Ginzburg-Landau Equations and the Chern-Simons Gauge Theories • Bifurcation and stability theory for phase transition equations |
이름 |
연구분야 |
---|---|
김경수 |
• Mathematical modeling and numerical analysis • Data analysis and machine learning • Biomechanical and biomedical engineering |
김정산 |
• Quantum computation • Quantum information theory |
김정호 |
• Nonlinear partial differential equations • Numerical Analysis • Optimal control theory |
김혜현 |
• Numerical Analysis • Domain decomposition method |
박준표 |
• Evolutionary dynamics • Evolutionary game theory • Nonlinear dynamics and chaos |
이선미 |
• Numerical methods for ODEs and PDEs • Mathematical modeling in biology and epidemiology • Optimal control theory to epidemiological models |
전준기 |
• Financial mathematics • Computational finance • Acturial mathematics • Mathematical economics |
최선호 |
• Kinetic theory • Biomathematics • Optimal control theory |
한창용 |
• Computer aided geometric design • Geometric algorithms and scientific computing |