每年研究計畫
個人檔案
學歷
- 2010北卡羅萊納州立大學博士
研究專長
- 反特徵值問題
- 低秩逼近
- 數值分析
經歷
- 2016年~迄今 國立成功大學數學系副教授
指紋 查看啟用 Matthew M. Lin 的研究主題。這些主題標籤來自此人的作品。共同形成了獨特的指紋。
Inverse Eigenvalue Problem
Mathematics
Riccati equations
Engineering & Materials Science
Singular Values
Mathematics
Non-negative
Mathematics
Factorization
Engineering & Materials Science
Integer Matrix
Mathematics
Eigenvalue
Mathematics
Algebraic Riccati Equation
Mathematics
網絡
國家層面的近期外部合作。點選圓點深入探索詳細資料。
研究成果 2007 2019
Riemannian inexact Newton method for structured inverse eigenvalue and singular value problems
Chiang, C. Y., Lin, M. M. & Jin, X. Q., 2019 九月 1, 於 : BIT Numerical Mathematics. 59, 3, p. 675-694 20 p.研究成果: Article
Inexact Newton Methods
Newton-Raphson method
Singular Values
Eigenvalue
Inverse problems
1
引文
(Scopus)
An accelerated technique for solving one type of discrete-time algebraic Riccati equations
Lin, M. M. & Chiang, C. Y., 2018 八月 15, 於 : Journal of Computational and Applied Mathematics. 338, p. 91-110 20 p.研究成果: Article
Positive Definite Solution
Algebraic Riccati Equation
Riccati equations
Discrete-time
Critical Case
An iterative method for solving the stable subspace of a matrix pencil and its application
Lin, M. M. & Chiang, C. Y., 2018 七月 3, 於 : Linear and Multilinear Algebra. 66, 7, p. 1279-1298 20 p.研究成果: Article
Matrix Pencil
Subspace
Iteration
Square root
Matrix Square Root
Integer Matrix Approximation and Data Mining
Dong, B., Lin, M. M. & Park, H., 2018 四月 1, 於 : Journal of Scientific Computing. 75, 1, p. 198-224 27 p.研究成果: Article
Matrix Approximation
Integer Matrix
Data mining
Data Mining
Integer
13
引文
(Scopus)
Preconditioned iterative methods for space-time fractional advection-diffusion equations
Zhao, Z., Jin, X. Q. & Lin, M. M., 2016 八月 15, 於 : Journal of Computational Physics. 319, p. 266-279 14 p.研究成果: Article
Advection
Iterative methods
advection
boundary value problems
Fast Fourier transforms