ABOUT ME
Shingyu Leung has been a member of the Department of Mathematics at the Hong Kong University of Science and Technology (HKUST) since 2009. Prior to joining HKUST, he was an instructor and postdoctoral researcher at the University of California, Irvine. He received his education at HKUST (B.Sc. '99; M.Phil. '01) and the University of California, Los Angeles (Ph.D. '06 in Mathematics). His research focuses on Eulerian techniques to approximate high-frequency asymptotic solutions to wave phenomena and their related inverse problems, numerical methods for interfacial motions, and variational and statistical methods for image processing. Dr. Leung currently is a Professor of Mathematics.
Upcoming Conferences
Research
Publications
Research Interests
My research focuses on numerical methods for partial differential equations (PDEs) and scientific computing from the following several areas
Thesis
Research Notes
Mentoring
Postdoc
PhD
MPhil
Teaching (HKUST)
2023 Fall
DASC2010 Calculus for Data Analytics in Science
MATH4336 Introduction to Mathematics of Image Processing
MATH4992 Capstone Project in Applied Mathematics
2023 Spring
MATH4900 Academic and Professional Development
2022 Fall
DASC2010 Calculus for Data Analytics in Science
MATH3900 Communicating Mathematics to the Public
MAED5851 Scientific Computation
2022 Spring
MATH4900 Academic and Professional Development
SCIE3110 Teaching Science Using Innovative Teaching Tools
2021 Fall
MATH4992 Capstone Project in Applied Mathematics
MATH5311 Advanced Numerical Methods I
MFIT5006 Mathematical Foundation of FinTech
2021 Spring
MATH4336 Introduction to Mathematics of Image Processing
MATH4900 Academic and Professional Development
MAED5851 Scientific Computation
SCIE3110 Teaching Science Using Innovative Teaching Tools
2020 Fall
MATH4992 Capstone Project in Applied Mathematics
MFIT5006 Mathematical Foundation of FinTech
2020 Spring
MATH4900 Academic and Professional Development
MAED5851 Scientific Computation
2019 Fall
SCIE3110 Teaching Science Using Innovative Teaching Tools
MATH4992 Capstone Project in Applied Mathematics
MFIT5006 Mathematical Foundation of FinTech
2019 Spring
MATH4336 Introduction to Mathematics of Image Processing
2018 Fall
SCIE3110 Teaching Science Using Innovative Teaching Tools
MATH4992 Capstone Project in Applied Mathematics
2018 Spring
SCIE3110 Teaching Science Using Innovative Teaching Tools
2017 Fall
MAED5851 Scientific Computation
MATH4992 Capstone Project in Applied Mathematics
2017 Spring
2016 Fall
SCIE3110 Teaching Science Using Innovative Teaching Tools
2016 Spring
MATH4336 Introduction to Mathematics of Image Processing
2015 Fall
MATH4999 Capstone Project
MATH3312 Numerical Analysis
2015 Spring
MATH6380F Numerical Methods for Moving Interface Problems
2014 Fall
MATH2011 Introduction to Multivariable Calculus
MATH4981A Introduction to Scientific Computation
2014 Summer
MATH 4981H Independent Study: Numerical Analysis of Ordinary Differential Equations
2014 Spring
MATH4336 Introduction to Mathematics of Image Processing
2013 Winter
MATH 4981H Independent Study: Numerical Analysis of Ordinary Differential Equations
2013 Fall
2013 Spring
MATH4981A Introduction to Scientific Computation
MATH4336 Introduction to Mathematics of Image Processing
2012 Fall
MATH4981I Introduction to Finite Element Method and Finite Volume Method
MATH4981A Introduction to Scientific Computation
2012 Summer
MATH 4981H Independent Study: Numerical Analysis of Ordinary Differential Equations
2012 Spring
MATH4981D Computational Linear Algebra
MATH4336 Introduction to Mathematics of Image Processing
2011 Fall
2011 Summer
MATH398Q Introduction to Scientific Computation
2011 Spring
MATH398P Independent Study: Numerical Methods for Moving Interface Problems
2010 Fall
2010 Summer
MATH398O Independent Study: Applied Numerical Methods for Engineers
2010 Spring
MATH230 Introduction to Numerical Methods
2009 Fall
Teaching (Other institutions)
NATIONAL CENTER FOR THEORETICAL SCIENCES, TAIWAN
Level Set Method and Its Applications, 2012 Summer
CHINESE ACADEMY OF SCIENCES
Partial Differential Equation Based Image Processing, 2009 Summer
MATH POPULARIZATION
Talk/Presentation Slides