Academic Activities
Talks and Conferences :
2022 NCTS South Taiwan Workshop on Scientific Computing, Differential Equations and Applications, NCYU, Numerical methods for solving the nonnegative least squares problem.
2022 NSYSU, Numerical methods for solving the nonnegative least squares problem.
2022 Henan Normal University, Newton Noda iteration for nonlinear eigenvalue problems, online colloquium.
2022 Nanchang University and NCTS online Workshop on Opportunities and Challenges in Numerical Algebra, Newton Noda iteration for nonlinear eigenvalue problems.
2021 NCTS Online Workshop on Computational Mathematics and Scientific Computing for Young Researchers, Newton-Noda iteration for computing the ground states of nonlinear Schrödinger equations, Taiwan.
2021 NCKU, Department of Mathematics, The numerical methods for finding positive solutions of nonlinear eigenvalue problems.
2020 TWSIAM, National Cheng Kung University. A Numerical Method for Computing the Ground State of the Modified Gross-Pitaevskii Equation.
2020 South Taiwan Workshop on scientific computing differential equations applications, National University of Tainan. Noda iteration for finding the ground state of nonlinear Schrödinger equations.
2019 NMSP, Kyoto University. The numerical methods for nonlinear eigenvalue problems.
2019 ICIAM, the Universitat de València. The numerical methods for nonlinear eigenvalue problems.
2018 EASIAM, University of Tokyo. Finding the largest eigenpair of an irreducible nonnegative tensor.
2017 EASIAM, Seoul National University. Newton--Noda iteration for finding the Perron pair of a weakly irreducible nonnegative tensor.
2016 TWSIAM, Department of Applied Mathematics, National Chung Hsing University. A Global and Quadratic Iteration for Computing the Perron Pair of Nonnegative Tensors with Applications.
2016 AMMS, Department of Mathematics, National Dong Hwa University. Newton--Noda iteration for finding the Perron pair of a weakly irreducible nonnegative tensor.
2015 TWSIAM, Department of Applied Mathematics, I-Shou University. An inexact Noda iteration for computing the smallest eigenpair of a large irreducible monotone matrix.
2015 South Taiwan Workshop on Scientific Computing, differential equations and Applications, Department of Applied Mathematics, National Chiayi University. A positivity preserving inexact Noda iteration for computing the smallest eigenpair of a large irreducibleM-matrix.
Funding :
112/08/01 ~ 116/07/31, 高階張量計算的數值方法與理論, 國科會
109/08/01 ~ 112/07/31, 非線性特徵值問題正解的保結構演算法, 科技部
107/08/01 ~ 109/07/31, 張量特徵值與分解的算法、理論及其應用, 科技部
105/10/01 ~ 107/07/31, 高階非負張量特徵值分析與計算, 科技部