Teaching

Louisiana State University

  • Spring 2020: Co-Instructor (with Shea Vela-Vick), Vertically Integrated Research
  • Fall 2019: Co-Instructor (with Shea Vela-Vick), Vertically Integrated Research
  • Spring 2019: Co-Instructor (with Shea Vela-Vick), Vertically Integrated Research
  • Fall 2018: Instructor, Seminar in Geometry and Algebraic Topology: Heegaard Floer Homology
  • Fall 2018: Co-Instructor (with Shea Vela-Vick), Vertically Integrated Research
  • Fall 2017: Instructor, Calculus I

Columbia University

  • Summer 2017: Instructor, Calculus II
  • Spring 2017: Instructor, Undergraduate Seminars II
  • Fall 2016: Instructor, Undergraduate Seminars I
  • Summer 2016: Department Assistant
  • Summer 2016: Co-Instructor (with Ali Altuğ), Analysis and Optimization
  • Summer 2016: Teaching Assistant, Calculus II (Vivek Pal)
  • Spring 2016: Instructor, Calculus I
  • Fall 2015: Teaching Assistant, Calculus III (Eric Urban)
  • Spring 2015: Teaching Assistant, Calculus III (Wei Zhang)
  • Fall 2014: Instructor, Calculus II
  • Summer 2014: Teaching Assistant, Introduction to Modern Analysis (Michael Woodbury)
  • Spring 2014: Teaching Assistant, Linear Algebra (Davesh Maulik)
  • Fall 2013: Teaching Assistant, Calculus III (Eric Urban)

Columbia University REU


Columbia University Science Honors Program

  • Spring 2016: Instructor, Knots and Manifolds
  • Fall 2015: Instructor, Knots and Manifolds
  • Fall 2014: Co-Instructor (with Andrea Heyman), Knot Theory
  • Spring 2014: Co-Instructor (with Andrea Heyman), Knot Theory

    I taught knot theory and manifold theory to high school students in the tenth, eleventh and twelfth grades in a prestigious, highly selective Saturday morning programme.

The Chinese University of Hong Kong: Enrichment Programme for Young Mathematics Talents

  • Summer 2013: Teaching Assistant, Towards Differential Geometry (Chi Hin Lau)

    I taught talented high school students in Form 4, 5 and 6, in tutorial sessions, to solidify their understanding of concepts such as the curvature of a curve, geodesics, and the Gaußian curvature of a surface. I presented the proof of the Gauß–Bonnet Theorem in the final session.