Associate Professor
Department of Mathematics
UG Programs Coordinator (Mathematics)
Tsz Ho Frederick FONG
方子豪
方子豪
PhD in Mathematics
Stanford University, 2012
Research Interest
- Differential geometry
- Geometric analysis
- Geometric flows
- Complex geometry
Publications
2024 2
Editorial: Hang Lung Mathematics Awards, Collections of Winning Papers 2023
Book
Long-Time Solutions of the Kähler-Ricci Flow
Conference paper
2021 2
Higher-order estimates of long-time solutions to the Kähler-Ricci flow
Article
Self-expanders to inverse curvature flows by homogeneous functions
Article
2020 4
Local curvature estimates of long-time solutions to the Kähler-Ricci flow
Article
Uniqueness theorems of self-conformal solutions to inverse curvature flows
Article
Classification on Singularity Types of Long-Time Kahler-Ricci Flow
Book chapter
Uniqueness and rigidity of self-expanders of curvature flows
Conference paper
2019 2
Rotational symmetry of asymptotically conical mean curvature flow self-expanders
Article
Convergence and Variational Aspects of the Kahler-Ricci Flow
Conference paper
2017 1
Rotational symmetry of self-expanders to the inverse mean curvature flow with cylindrical ends
Article
2016 1
Rotational symmetry of conical Kähler–Ricci solitons
Article
2015 2
On the Collapsing Rate of the Kähler–Ricci Flow with Finite-Time Singularity
Article
The collapsing rate of the Kähler-Ricci flow with regular infinite time singularity
Article
2010 1
Ricci Flow and Geometrization of 3-Manifolds
Book
Conference paper 1
Article 2
Local curvature estimates of long-time solutions to the Kähler-Ricci flow
Uniqueness theorems of self-conformal solutions to inverse curvature flows
Conference paper 1
Uniqueness and rigidity of self-expanders of curvature flows
Conference paper 1
Convergence and Variational Aspects of the Kahler-Ricci Flow
2019 2
Rotational symmetry of asymptotically conical mean curvature flow self-expanders
Article
Convergence and Variational Aspects of the Kahler-Ricci Flow
Conference paper
2017 1
Rotational symmetry of self-expanders to the inverse mean curvature flow with cylindrical ends
Article
2016 1
Rotational symmetry of conical Kähler–Ricci solitons
Article
2015 2
On the Collapsing Rate of the Kähler–Ricci Flow with Finite-Time Singularity
Article
The collapsing rate of the Kähler-Ricci flow with regular infinite time singularity
Article
2010 1
Ricci Flow and Geometrization of 3-Manifolds
Book
| No Publications |
| No Publications |
Teaching Assignment
| MATH3043 | Honors Real Analysis |
| MATH5011 | Advanced Real Analysis I |
| UROP1000 | Undergraduate Research Opportunities |
| UROP1100P | Undergraduate Research Opportunities Series 1 |
| MATH2043 | Honors Mathematical Analysis |
| MATH4999 | Independent Capstone Project |
| SCIE2500 | Guided Study on Research II |
| UROP1100O | Undergraduate Research Opportunities Series 1 |
| MATH4223 | Differential Geometry |
| MATH6912J | Reading Course: Extrinsic Geometric Flows |
| SCIE3500 | IRE Research Project I |
| UROP1000 | Undergraduate Research Opportunities |
| UROP1100M | Undergraduate Research Opportunities Series 1 |
| No Teaching Assignments |
Research Postgraduate (RPG) Supervision
From January 2022 to December 2025 (As of 26 December 2025)
Current RPGs
Master of Philosophy
-
WU, Sen Yuk
Mathematics
Graduated RPGs
Master of Philosophy
-
FUNG, Cheuk Yan
Mathematics( Completed in 2022 )
Projects
From January 2023 to December 2025
- No Projects.
-
Ricci Flow and Spin Geometry
里奇流與旋量幾何 Leading
RGC - General Research Fund
Project Team (HKUST)- FONG Tsz Ho Frederick (Lead)
2025 - -
Collapsing Behaviors of the Kahler-Ricci Flow
凱勒-瑞奇流於體積極限為零情況下的分析 Leading
RGC - General Research Fund
Project Team (HKUST)- FONG Tsz Ho Frederick (Lead)
2021 - 2024 -
Graphical Mean Curvature Flow of Maps between Manifolds
流形映射的均曲率流 Leading
RGC - General Research Fund
Project Team (HKUST)- FONG Tsz Ho Frederick (Lead)
2020 - 2023