教授
何南國
  • 所属院校:
    台湾清华大学
  • 所属院系:
    理学院
  • 研究领域:
    •Meromorphicconnections,tt*-Todaequations •Surfacegrouprepresentations •ModulispacesofprincipalG-bundlesonsurfaces •Differentialgeometry,Symplecticgeometry
  • 职称:
    教授
  • 导师类型:
    --
  • 招生专业:
    --
个人简介

个人简介

學歷 加拿大多倫多大學,數學系,博士 1998/09 ~ 2003/07 國立台灣大學,數學系,碩士 1996/09 ~ 1999/01 國立台灣大學,數學系,學士 1992/09 ~ 1996/06 經歷 國立清華大學,數學系,教授, 20011/8- 國立清華大學,數學系,副教授, 2009/8-2011/7 國立成功大學,數學系,副教授, 2007/8-2009/7 國立成功大學,數學系,助理教授, 2003/8-2007 Fields Institute, Canada, NSERC PDF, August 2004 - July 2006. Academic Profile •Curriculum Vitae •Publication List •Research Statement •Media files: teaching, research. Teaching • 2020 Fall. Introduction to Symplectic Geometry. 2021 Spring. • 2019 Fall: Geometry I (Curves and Surfaces). 2020 Spring: Geometry II (Curves and Surfaces), Calculus I. • 2018 Fall: Calculus I, Topics in Symplectic Geometry. 2019 Spring: Calculus II. • 2017 Fall: Differential Geometry I. 2018 Spring: Differential Geometry II, Introduction to Symplectic Geometry • 2016 Fall: Differential Geometry I. 2017 Spring: Sabbatical leave • 2015 Fall: Differential Geometry I. 2016 Spring: Differential Geometry II, Introduction to Moduli spaces • 2014 Fall: Geometry I (Curves and Surfaces). 2015 Spring: Geometry II (Curves and Surfaces), Calculus II • 2013 Fall: Calculus I, Modern Geometry (i.e. Differential Manifold). 2014 Spring: Calculus II. • 2012 Fall: Calculus II, Topics in Geometry. 2013 Spring: On leave • 2011 Fall: Calculus I. 2012 Spring: Calculus II, Modern Geometry (i.e. Differential Manifold). • 2010 Fall: Calculus I, Introduction to Symplectic Geometry. 2011 Spring: Mathematical and Scientific thinking. • 2009 Fall: Calculus I, Geometry I (Curves and Surfaces). • 2008 Fall: Calculus I, Differential Geometry. 2009 Spring: Calculus II. • 2007 Fall: Calculus I. 2008 Spring: Calculus II. • 2006 Fall: Calculus I, Geometry (Curves and Surfaces). 2007 Spring: Calculus II, Topology. • 2003 Fall: Calculus I, Differential Geometry. 2004 Spring: Calculus II, Riemannian Geometry .

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