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Horst Harold
Horst Harold Hohberger
Teaching Professor, JI
Office 441C
Tel +86-21-34206765 Ext. 4413
Email horst@sjtu.edu.cn
Webpage http://umji.sjtu.edu.cn/~horst

Education

Ph.D. (Dr. rer. nat.) University of Potsdam, Germany (2006)
Physics Diploma ≈ M.S. University of Potsdam  (2001)
Chemistry pre-Diploma ≈ B.S. University of Potsdam (1995)

Work Experience

2021.09 – pres. Teaching Professor, UM-SJTU Joint Institute at the SJTU
2014.09 – 2021.08 Associate Teaching Professor, UM-SJTU Joint Institute at the SJTU
2007.03 – 2014.08 Lecturer, UM-SJTU Joint Institute at the SJTU
2001.10 – 2007.03 Research Assistant, University of Potsdam

Awards

  • Shanghai Municipal Level Key Course award (for Vv286 Honors Mathematics IV)
  • 2010 SJTU Outstanding Teacher Award; second class
  • 2011 JI Teaching Excellence Award
  • 2013 SJTU “Most popular Teacher among Students Award”; first class
  • 2013 Shanghai City Government Model English Course Award (for Ve401 Probabilistic Methods in Engineering)
  • 2015 JI Service Excellence Award
  • 2015 Shanghai City Government Model English Course Award (for Vv557 Methods of Applied Mathematics II)
  • 2017 SJTU “Tang Lixin Excellent Teacher” Award
  • 2018 SJTU “Teaching Excellence” Award
  • 2020 SJTU “Teaching and Education People” Group Award; second class
  • 2020 SJTU “Koguan Top Ten Teacher” Award; honorable mention
  • 2021 SJTU “National Innovation Teaching Contest”; second class
  • 2021 Shanghai Municipal Level Key Course
  • 2021 Shanghai First-Class Undergraduate Courses in Universities (English-Language Model Course)
  • 2022 SJTU “Teaching and Education People” Award; first class

Courses taught in the last 5 years

  • Vv186 Honors Mathematics II (Functions of a Single Variable)
  • Vv285 Honors Mathematics III (Functions of Several Variables)
  • Vv286 Honors Mathematics IV (Ordinary Differential Equations)
  • Ve203 Discrete Mathematics
  • Ve401 Probabilistic Methods in Engineering
  • Vv454 Partial Differential Equations and Boundary Value Problems
  • Vv556 Methods of Applied Mathematics I (Theory of Bounded Operators)
  • Vv557 Methods of Applied Mathematics II (Greens Functions and Partial Differential Equations)