신병춘 교수 연구실
Byeong-Chun Shin
전남대학교 · 수학과
교수 소개
신병춘 교수
교수 홈페이지·논문소개
전남대학교 수학과 교수로 수치해석을 전공합니다. 스펙트럴 방법(spectral method)과 최소제곱 의사스펙트럴 방법을 활용해 스토크스·나비에-스토크스 방정식 등 유체역학 편미분방정식의 수치 해법을 연구합니다.
연구 키워드
대표 논문
- Choice of an initial guess for Newton's method to solve nonlinear differential equationsComputers & Mathematics with Applications · 2022
- Experimental Optimal Choice Of Initial Candidate Inliers Of The Feature Pairs With Well-Ordering Property For The Sample Consensus Method In The Stitching Of Drone-based Aerial ImagesKSII Transactions on Internet and Information Systems · 2020
- Analysis of least squares pseudo-spectral method for the interface problem of the Navier-Stokes equationsComputers & Mathematics with Applications · 2015
- The least-squares pseudo-spectral method for Navier-Stokes equationsComputers & Mathematics with Applications · 2013
- A subspace of the DSSY nonconforming quadrilateral finite element space for the Stokes equationsJournal of Computational and Applied Mathematics · 2013
- Pseudospectral Least-Squares Method for the Second-Order Elliptic Boundary Value ProblemSIAM Journal on Numerical Analysis · 2003
같은 학과의 다른 연구실
- 김상욱 교수 연구실
Combinatorics, Combinatorial commutative algebra, Discrete geometry
- 김진하 교수 연구실
Topological combinatorics, discrete geometry, and graph theory
- 설윤창 교수 연구실
Numerical analysis / scientific computing: immersed boundary methods, fluid-structure interaction, vesicle & interfacial flow dynamics
- 윤석범 교수 연구실
Low-dimensional topology / knot theory (Reidemeister torsion, quantum invariants of 3-manifolds)
- 이영주 교수 연구실
Function theory in real and complex variables; Toeplitz and Hankel operators on function spaces (Bergman, Hardy, Dirichlet spaces)
- 장용석 교수 연구실
Mathematical modeling, numerical analysis, and scientific computing (finite element / discontinuous Galerkin methods, viscoelasticity, linear solvers)