# Prof. Tom Yau Heng WAN

**Emeritus Professor and Senior Lecturer ***BSc (The Chinese University of Hong Kong)
MSc, PhD (Stanford University)*

**Address:**

Room 202A, Lady Shaw Building,

The Chinese University of Hong Kong,

Shatin, N.T., Hong Kong

The Chinese University of Hong Kong,

Shatin, N.T., Hong Kong

**Tel:**

(852) 3943 7969

**Email:**

**Personal Website:**

**Fields of Interest:**

Geometric Analysis and Nonlinear Partial Differential Equations (in particular Harmonic Maps between Noncompact Manifolds), Mean Curvature Flow and other Geometric Flow of Submanifolds, and Tropical Geometry and its Application to Calabi-Yau Structure of General Type Submanifolds

#### Courses

Course Code | Course Title | Academic Year | Term |
---|---|---|---|

MATH3060 | Mathematical Analysis III | 2022/23 | 1 |

MATH2060B | Mathematical Analysis II | 2022/23 | 2 |

MATH4060 | Complex Analysis | 2022/23 | 2 |

MATH2010E | Advanced Calculus I | 2022/23 | S |

Course Code | Course Title | Academic Year | Term |
---|---|---|---|

MATH3060 | Mathematical Analysis III | 2021/22 | 1 |

MATH2060B | Mathematical Analysis II | 2021/22 | 2 |

MATH3060 | Mathematical Analysis III | 2020/21 | 1 |

MATH4900B | Seminar | 2020/21 | 1 |

MMAT5120 | Topics in Geometry | 2020/21 | 1 |

MATH4060 | Complex Analysis | 2020/21 | 2 |

MATH2020A | Advanced Calculus II | 2019/20 | 1 |

MATH2020B | Advanced Calculus II | 2019/20 | 2 |

MATH2020A | Advanced Calculus II | 2018/19 | 1 |

MMAT5120 | Topics in Geometry | 2018/19 | 1 |

MATH2020B | Advanced Calculus II | 2018/19 | 2 |

MATH2230A | Complex Variables with Applications | 2017/18 | 1 |

MATH2010D | Advanced Calculus I | 2017/18 | 2 |

MATH5061 | Riemannian Geometry I | 2017/18 | 2 |

MATH2230A | Complex Variables with Applications | 2016/17 | 1 |

MATH3060 | Mathematical Analysis III | 2016/17 | 1 |

MATH5061 | Riemannian Geometry I | 2016/17 | 2 |

MMAT5220 | Complex Analysis and Its Applications | 2016/17 | 2 |

MATH5061 | Riemannian Geometry I | 2015/16 | 2 |

MATH5061 | Riemannian Geometry I | 2014/15 | 2 |